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Load all the channels within this directory and all subdirectories.\n// Channel files must be named *_channel.js.\n\nconst channels = require.context('.', true, /_channel\\.js$/)\nchannels.keys().forEach(channels)\n","function webpackEmptyContext(req) {\n\tvar e = new Error(\"Cannot find module '\" + req + \"'\");\n\te.code = 'MODULE_NOT_FOUND';\n\tthrow e;\n}\nwebpackEmptyContext.keys = function() { return []; };\nwebpackEmptyContext.resolve = webpackEmptyContext;\nmodule.exports = webpackEmptyContext;\nwebpackEmptyContext.id = 118;","import React from 'react';\r\n// import indiahampi1 from '@src/images/indiahampi1';\r\n\r\nimport '@src/home.scss';\r\n\r\nclass About extends React.Component {\r\n render () {\r\n return (\r\n
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About

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Life

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Hi, my name is Ryan Asher and I am originally from Tivoli, NY. I built this site to channel all my crazy thoughts into various excel, coding, and finance projects. A little about me...

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I left New York when I was around 19 to see the world. Traveling is at the heart of who I am. From the age of 19 to 25 I lived and spent time in 6 continents and 23 countries. The experiences I had, and people I met along the way have shaped me into the man I am today. My passion for learning and desire to see and understand more was born from my first and favorite place - Rome, Italy. Each new destination fueled that desire and set me down the path of a lifelong learner. I would have no career in Investment/Finance today if it were not for the experience I gained working for a hedge fund in Queensland, Australia. While I can not travel the same way I did then, everything I do today is building towards a time when I can again.

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Sometime close to 25 I realized that being a vagabond was not an actual career path, so I came back to the US to go to College. I later graduated from the College of Charleston in 2018 with a B.S. in Business Administration with a dual concentration in Finance and Entrepreneurship. Currently, I live in Charleston, South Carolina where I am a full time equities trader.

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Career

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Throughout my career I have been a goal-focused and results-driven professional with substantial experience in leading all facets of financial planning and analysis, profit and revenue optimization, portfolio management, business strategy development, contract negotiations, investment planning/execution, and stakeholder engagement, while ensuring attainment of set organizational financial objectives with unequalled success.

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  • I have a demonstrated history of excellence in steering routine activities related to research and development of strategic initiatives to improve firm growth and market reach.
  • \r\n
  • I am an expert at financial management and modeling tools, such as ORION, ECLIPSE, Astro, Kwanti, Salesforce (Salentica), Redtail, Portfolio Pathway, iAdvisor, Adhesion, eMoney, MorningStar, iRebal, Riskalyze, VBA Macros, Pivot Tables, Microsoft Excel, Microsoft Word.
  • \r\n
  • I have extensive experience with coding and full-stack web development, specifically with HTML, CSS, Javascript, JQuery, ReactJS, Ruby, Ruby on Rails, jbuilder, GIT, Ubuntu, Heroku, Filezilla and familiarity with PHP, WAMP, MySQL, and Kompozer.
  • \r\n
  • I excel at monitoring and evaluating compliance with regulations, policies, and standards as well as planning and executing fully considered programs to meet marketing plan objectives.
  • \r\n
  • Skilled in generating and securing investment opportunities, structuring equity investments and loans, and overseeing evaluation, due diligence, and closing process in portfolios acquisition.
  • \r\n
  • I am highly adaptable to ever-changing demand of FinTech with a track record of enhancing technological and operational capabilities and efficiency of the firm.
  • \r\n
\r\n

While others take pride in meeting all standards set before them, my passion is for delivering FinTech service that goes beyond organizational expectations, creating a win-win scenario for everyone involved! Please feel free to contact me with any thoughts, comments, or questions about my work, I'm always interested in making new professional acquaintances.

\r\n
\r\n
\r\n
\r\n
\r\n )\r\n }\r\n}\r\n\r\nexport default About\r\n","import React from 'react';\r\n// import motorcycle from '@src/images/motorcycle';\r\n\r\nimport '@src/resume.scss';\r\n\r\nclass Resume extends React.Component {\r\n render () {\r\n return (\r\n
\r\n
\r\n
\r\n
\r\n
\r\n

Resume

\r\n

Performance-driven executive with experience in financial and investment management. Skilled in monitoring and evaluating compliance with regulations, policies, and standards as well as planning and executing fully considered programs to meet marketing plan objectives. Proven track record of managing and delivering complex and large-scale regulatory and discretionary change projects, leading contract negotiations with third-party suppliers, and increasing value for customers and shareholders. Skilled in generating and securing investment opportunities, structuring equity investments and loans, and overseeing evaluation, due diligence, and closing process in portfolios acquisition. Adaptable to ever-changing demand of FinTech with a track record of enhancing technological and operational capabilities and efficiency of the firm.

\r\n
\r\n\r\n
\r\n
\r\n

Summary

\r\n
\r\n

Ryan Asher

\r\n

Improving bottom-line and enabling the achievements of full business potential by delivering strategic leadership.

\r\n

Throughout my career I have been a goal-focused and results-driven professional with substantial experience in leading all facets of financial planning and analysis, profit and revenue optimization, portfolio management, business strategy development, contract negotiations, investment planning/execution, and stakeholder engagement, while ensuring attainment of set organizational financial objectives with unequalled success.

\r\n
    \r\n
  • Charleston, SC
  • \r\n
  • ryan@rpasher.com
  • \r\n
\r\n
\r\n\r\n

Education

\r\n
\r\n

Bachelor of Science in Business Administration

\r\n
Dual Concentration in Finance & Entrepreneurship
\r\n
2016 - 2018
\r\n

College of Charleston, Charleston, SC

\r\n

President of the Finance Club from 2016-2018. Performed various functions, such as organizing club meeting, steering simulated stock trading competitions, and hosting speakers from various financial firms. Established and managed social media platforms to engage new and existing members, as well as moderated career panels.

\r\n
\r\n
\r\n

Full-Stack Web Development

\r\n
2021 - 2023
\r\n

Altcademy

\r\n

Full-stack development with certificates earned in HTML & CSS, Javascript Programming, Dynamic Website Development, ReactJS Development, Ruby Programming, Ruby on Rails, and Full-stack Deployment.

\r\n
\r\n {/* */}\r\n

Technical Skills

\r\n
\r\n

Financial Management Tools

\r\n

ORION, Eclipse, Astro, Kwanti, Salesforce (Salentica), Microsoft Excel, Microsoft Word, Redtail, Riskalyze, iAdvisor, eMoney, MorningStar, iRebal, Adhesion

\r\n
\r\n
\r\n

Web Development

\r\n

HTML, CSS, SQL, PHP, JavaScript, ReactJS, Ruby, Ruby on Rails, Github, Heroku, Kompozer, GIT, Ubuntu, MySQL, WAMP, Filezilla

\r\n
\r\n
\r\n

Financial Modeling

\r\n

VBA Macros, Pivot Tables, Goal Seek with Microsoft Excel

\r\n
\r\n {/* */}\r\n

Professional Certifications

\r\n
\r\n
    \r\n
  • Investment Advisor Representative – Series 66, 2020
  • \r\n
  • Full Stack Web Development, Altcademy – 2021-2023
  • \r\n
  • South Carolina Notary Public, 2020
  • \r\n
  • SC Life, Accident and Health Insurance Producer – Series 19-03, 2019
  • \r\n
  • Microsoft Office Specialist (MOS) in Excel Expert, 2019, 2021
  • \r\n
  • Investment Foundation Certificate from CFA Institute, 2018
  • \r\n
\r\n
\r\n {/* */}\r\n
\r\n {/* */}\r\n \r\n
\r\n

Professional Experience

\r\n
\r\n

Senior Trader

\r\n
2022 - Present
\r\n

CG Advisor Network, Charlotte, NC

\r\n

Directed the firms trading operations and implemented custom strategies for high-net-worth clients. Optimized technological and operational capabilities and efficiency of the firm. Planned, constructed, & administered investment models for use across the multiple RIAs our firm serviced. Created website to distribute content for the firms we work with around the country. Analyzed securities and made proposals as a member of the Investment Committee analyst team.

\r\n
    \r\n
  • Lead the transition for moving the firms trading operations externally from Envestnet to manage internally with ORION.
  • \r\n
  • Streamlined portfolio management process through collaboration with team to enhance clients experience.
  • \r\n
  • Analyzed potential investments and provided reports as Investment Committee member.
  • \r\n
  • Utilized various tools for trading, such as sleeve trading with ECLIPSE and ORION, and iRebal for model integration and portfolio management.
  • \r\n
  • Created website to host monthly performance updates and webcasts, provide information on our models and strategies, and distribute content to Advisors around the country.
  • \r\n
\r\n
\r\n {/* */}\r\n
\r\n

Director of Trading, Research, & Development

\r\n
2020 - 2022
\r\n

Curran Financial Partners, Charleston, SC

\r\n

Oversaw routine activities related to research and development of strategic initiatives for improvement of firm growth & market reach. Headed efficient development, management, and execution of strategies to boost firms' growth and increase product offerings.

\r\n
    \r\n
  • Improved firm capabilities by creating tools for detecting portfolio overlaps and legacy positions within clients’ accounts.
  • \r\n
  • Developed and managed databases to track marketing efforts, firm production, and required minimum distributions.
  • \r\n
  • Constructed models and implemented investment strategies in client accounts.
  • \r\n
  • Regularly traded with ECLIPSE and ORION, in addition to Adhesion, iRebal, and ThinkPipes.
  • \r\n
\r\n
\r\n {/* */}\r\n
\r\n

Financial Professional

\r\n
2019 - 2020
\r\n

Mass Mutual, Charleston, SC

\r\n
    \r\n
  • Recognized as “Rising Leader\" in first three months by devising and developing robust financial plans.
  • \r\n
\r\n
\r\n {/* */}\r\n
\r\n

Additional Experience

\r\n

Sales Representative at KPI Capital Markets in Queensland, Australia.

\r\n

Sales Representative at US Invest in Queensland, Australia.

\r\n

Financial Professional at Securus in Myrtle Beach, SC.

\r\n
\r\n {/* */}\r\n

Areas of Expertise

\r\n
\r\n
    \r\n
  • Financial/Investment Planning & Analysis
  • \r\n
  • Profit & Revenue Margins Optimization
  • \r\n
  • Problem solving & operational efficiency
  • \r\n
  • Business Strategy Development
  • \r\n
  • Operational Planning & Execution
  • \r\n
  • Team Collaboration & Leadership
  • \r\n
  • Full Stack Web Development
  • \r\n
  • Negotiation & Communication
  • \r\n
  • Operational Planning & Execution
  • \r\n
\r\n
\r\n
\r\n
\r\n
\r\n
\r\n
\r\n )\r\n }\r\n}\r\n\r\nexport default Resume\r\n","import React from 'react';\r\nimport Accordion from 'react-bootstrap/Accordion';\r\nimport Table from 'react-bootstrap/Table';\r\nimport Card from 'react-bootstrap/Card';\r\nimport CardGroup from 'react-bootstrap/CardGroup';\r\nimport ListGroup from 'react-bootstrap/ListGroup';\r\n\r\nimport '@src/home.scss';\r\n\r\nconst FullStack = (props) => {\r\n return(\r\n \r\n Full-Stack Web Development\r\n \r\n {/* new card group */}\r\n \r\n \r\n \r\n \r\n \r\n \r\n Airbnb Clone (Full-Stack)\r\n \r\n Fully functional Airbnb clone to view and select properties, sign-up & login, book properties with check-in and check-out dates, upload photos, and make payments via Stripe.\r\n \r\n \r\n \r\n Click link to view code on Github\r\n \r\n \r\n {/* new card with excel/sheets image and file */}\r\n \r\n \r\n \r\n \r\n \r\n Twitter Clone (Full-Stack)\r\n \r\n Fully functional clone with login/signup, profile page, user feed with photo upload. Made with React, JavaScript, Ruby & Rails 6\r\n \r\n \r\n \r\n Click to view code on Github\r\n \r\n \r\n {/* new card with excel/sheets image and file */}\r\n \r\n \r\n \r\n \r\n \r\n BlackJack Application (Front-End)\r\n \r\n Front-end BlackJack Game made with JavaScript & JQuery.\r\n \r\n \r\n \r\n click the photo to play at Netlify\r\n \r\n \r\n {/* end cards */}\r\n \r\n {/* end card group */}\r\n\r\n
\r\n\r\n {/* new card group */}\r\n \r\n {/* new card with excel/sheets image and file */}\r\n \r\n \r\n \r\n \r\n \r\n Online Shopping Cart (Front-End)\r\n \r\n Front-end Shopping Cart made with Javascript & JQuery.\r\n \r\n \r\n \r\n click the picture to checkout at Netlify\r\n \r\n \r\n {/* new card with excel/sheets image and file */}\r\n \r\n \r\n \r\n \r\n \r\n Math Game Application (Front-End)\r\n \r\n Play the computer in this 10 second math game application made with React, Javascript & JQuery.\r\n \r\n \r\n \r\n click the picture to play at Netlify\r\n \r\n \r\n {/* new card with excel/sheets image and file */}\r\n \r\n \r\n \r\n \r\n \r\n Apple Website Clone (Front-End)\r\n \r\n Front-end Apple store clone using HTML, CSS, & Javascript.\r\n \r\n \r\n \r\n click the photo to checkout on Netlify\r\n \r\n \r\n {/* end cards */}\r\n \r\n {/* end card group */}\r\n
\r\n
\r\n );\r\n}\r\n\r\nexport default FullStack;","import React from 'react';\r\nimport Accordion from 'react-bootstrap/Accordion';\r\nimport Table from 'react-bootstrap/Table';\r\nimport Card from 'react-bootstrap/Card';\r\nimport CardGroup from 'react-bootstrap/CardGroup';\r\nimport ListGroup from 'react-bootstrap/ListGroup';\r\n\r\nimport '@src/home.scss';\r\n\r\nconst Excel = (props) => {\r\n return(\r\n \r\n Excel & Googlesheets\r\n \r\n {/* new card group */}\r\n \r\n \r\n \r\n \r\n \r\n \r\n RMD Calculator & Tracker\r\n \r\n This sheet serves the dual purpose of calculating RMDs and tracking them to keep better organization of client data. Use instructions are in comment on cell A1 on sheet RMD.\r\n \r\n \r\n \r\n Click on photo to download excel file\r\n \r\n \r\n {/* new card with excel/sheets image and file */}\r\n \r\n \r\n \r\n \r\n \r\n Mortgage Calculator\r\n \r\n Calculate and compare mortgage rates to each other.\r\n \r\n \r\n \r\n Click on photo to download excel file\r\n \r\n \r\n {/* new card with excel/sheets image and file */}\r\n \r\n \r\n \r\n \r\n \r\n Mortgage Tax Savings\r\n \r\n Calculate and compare tax savings options with mortgage loans.\r\n \r\n \r\n \r\n Click on photo to download excel file\r\n \r\n \r\n {/* end cards */}\r\n \r\n {/* end card group */}\r\n\r\n
\r\n\r\n {/* new card group */}\r\n \r\n {/* new card with excel/sheets image and file */}\r\n \r\n \r\n \r\n \r\n \r\n Option Pricing\r\n \r\n Use Black-Scholes Model to value Put and Call Options\r\n \r\n \r\n \r\n click on photo to download excel file\r\n \r\n \r\n {/* new card with excel/sheets image and file */}\r\n \r\n \r\n \r\n \r\n \r\n Credit Card Payoff\r\n \r\n Calculate times and values involved with paying off Credit Card Debt.\r\n \r\n \r\n \r\n click on photo to download excel file\r\n \r\n \r\n {/* new card with excel/sheets image and file */}\r\n \r\n \r\n \r\n \r\n \r\n Incentive Stock Options (ISOs)\r\n \r\n Calculate the after-tax value of Incentive Stock Options\r\n \r\n \r\n \r\n click on photo to navigate to Googlesheets page\r\n \r\n \r\n {/* end cards */}\r\n \r\n {/* end card group */}\r\n
\r\n
\r\n );\r\n}\r\n\r\nexport default Excel;","import React from 'react';\r\nimport Accordion from 'react-bootstrap/Accordion';\r\nimport Table from 'react-bootstrap/Table';\r\nimport Card from 'react-bootstrap/Card';\r\nimport CardGroup from 'react-bootstrap/CardGroup';\r\nimport ListGroup from 'react-bootstrap/ListGroup';\r\n\r\nimport '@src/home.scss';\r\n\r\nconst PageOpen = (props) => {\r\n return(\r\n \r\n Whats in here\r\n \r\n {/* new card group */}\r\n \r\n \r\n \r\n Excel & Googlesheets: I do a lot of work with these, specifically in the trading and RIA space. Over the years many of the projects I've done have been centered around investment finance but more recently I've been creating things to optimize trading operations. Each image contains either a downloadable link to an excel file or Googlesheets link.\r\n \r\n Full-stack Web Development: This ranges from finance projects to simple ones such as a To-Do List or AirBnB Clone. Most of these projects are made with HTML, CSS, Ruby, Ruby on Rails, Javascript, JQuery, and React. For the Full-Stack Applications, Heroku has started charging for projects with databases on their site, so for these apps the full code can be viewed on Github. I can make live again on Heroku however if a demo is needed. \r\n Online Tools & Calculators: Eventually my plan is to add more content here in other areas.\r\n \r\n \r\n {/* Any names or information in these projects are fictitious or have been randomly generated. */}\r\n \r\n {/* end card group */}\r\n \r\n \r\n );\r\n}\r\n\r\nexport default PageOpen;","import React from 'react';\r\nimport ReactDOM from 'react-dom';\r\nimport { BrowserRouter as Router, Switch, Route, Link } from \"react-router-dom\";\r\nimport { Accordion, Table, Card, CardGroup, ListGroup } from 'react-bootstrap';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst NotFound = () => {\r\n return

404 Not Found

;\r\n}\r\n\r\nconst OnlineTools = () => {\r\n return (\r\n \r\n Online Tools & Calculators\r\n \r\n \r\n \r\n

Investment Finance Calculators

\r\n

In this section you'll find an assortment of investment, finance, economic, and probably some random, projects and calculators I've built. I will add new content here as I have time but if there are any special requests, by all means, send me a message and I'll see what I can make. In the meantime, click on a link to navigate to a page and test them out.

\r\n \r\n Investment Calculators\r\n Mortgage & Loan Calculators\r\n Savings and Interest Calculators\r\n {/* Name Here */}\r\n \r\n
\r\n
\r\n
\r\n
\r\n )\r\n}\r\n\r\nexport default OnlineTools;","import React from 'react';\r\nimport Accordion from 'react-bootstrap/Accordion';\r\nimport Table from 'react-bootstrap/Table';\r\nimport Card from 'react-bootstrap/Card';\r\nimport CardGroup from 'react-bootstrap/CardGroup';\r\nimport ListGroup from 'react-bootstrap/ListGroup';\r\n// import thailand1 from '../src/images/thailand1.jpg';\r\nimport FullStack from './creations/fswd.jsx';\r\nimport Excel from './creations/excel.jsx';\r\nimport PageOpen from './creations/opening.jsx';\r\nimport OnlineTools from './creations/online_tools.jsx';\r\n\r\nimport '@src/home.scss';\r\n\r\nconst Portfolio = () => {\r\n return (\r\n
\r\n
\r\n
\r\n
\r\n {/* */}\r\n \r\n {/* First Accordion: PageOpen Start */}\r\n \r\n \r\n \r\n {/* Excel & Googlesheets Component Start */}\r\n \r\n \r\n \r\n {/* Full-Stack Web Development Start */}\r\n \r\n \r\n \r\n {/* Online Tools & Calculator */}\r\n \r\n \r\n \r\n {/* Accordion End */}\r\n \r\n {/* */}\r\n
\r\n
\r\n {/* */}\r\n
\r\n );\r\n}\r\n\r\nexport default Portfolio;\r\n\r\n","import React, { useState } from 'react';\r\nimport { Form, Button, Alert, Card, ListGroup } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\n// import Hampi1 from '@src/images/Hampi1';\r\n\r\nimport './home.scss';\r\n\r\nconst Services = () => {\r\n\r\n return (\r\n
\r\n
\r\n
\r\n
\r\n <>\r\n
\r\n \r\n \r\n Services\r\n \r\n Full-Stack Web Development\r\n Front-End Development\r\n Back-End Development\r\n Excel/Googlesheets\r\n \r\n \r\n \r\n \r\n \r\n \r\n Want something tailored to your needs? Reach out so we can connect!\r\n \r\n \r\n \r\n
\r\n \r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default Services;","// fetchHelper.js\r\n// import { safeCredentials, handleErrors } from './utils/fetchHelper';\r\n// // change the path to fetchHelper.js to the one that fits your file structure\r\n// // Remember the todo list, this would go in either the \"requests\" or \"index\" JS section under SRC\r\n// fetch(`/users`, safeCredentials({\r\n// method: 'POST',\r\n// body: JSON.stringify({\r\n// users: {\r\n// email: 'hello@world.com',\r\n// password: 'abc123'\r\n// }\r\n// })\r\n// }))\r\n// .then(handleErrors)\r\n// .then(res => {\r\n// console.log(res);\r\n// })\r\n/**\r\n * For use with window.fetch\r\n */\r\nexport function jsonHeader(options = {}) {\r\n return Object.assign(options, {\r\n Accept: 'application/json',\r\n 'Content-Type': 'application/json',\r\n });\r\n }\r\n // Additional helper methods\r\n export function getMetaContent(name) {\r\n const header = document.querySelector(`meta[name=\"${name}\"]`);\r\n return header && header.content;\r\n }\r\n \r\n export function getAuthenticityToken() {\r\n return getMetaContent('csrf-token');\r\n }\r\n \r\n export function authenticityHeader(options = {}) {\r\n return Object.assign(options, {\r\n 'X-CSRF-Token': getAuthenticityToken(),\r\n 'X-Requested-With': 'XMLHttpRequest',\r\n });\r\n }\r\n \r\n /**\r\n * Lets fetch include credentials in the request. This includes cookies and other possibly sensitive data.\r\n * Note: Never use for requests across (untrusted) domains.\r\n */\r\n export function safeCredentials(options = {}) {\r\n return Object.assign(options, {\r\n credentials: 'include',\r\n mode: 'same-origin',\r\n headers: Object.assign((options.headers || {}), authenticityHeader(), jsonHeader()),\r\n });\r\n }\r\n\r\n// Use this function if you are using formData as body when uploading images\r\nexport function safeCredentialsFormData(options = {}) {\r\n return Object.assign(options, {\r\n credentials: 'include',\r\n mode: 'same-origin',\r\n headers: Object.assign((options.headers || {}), authenticityHeader()),\r\n });\r\n }\r\n\r\n // Handle Errors\r\n export function handleErrors(response) {\r\n if (!response.ok) {\r\n throw Error(response.statusText);\r\n }\r\n return response.json();\r\n }\r\n\r\n //Format Date\r\n export function FormatDate(date, isRelative) {\r\n let months = ['Jan', 'Feb', 'Mar', 'Apr', 'May', 'Jun', 'Jul', 'Aug', 'Sep', 'Oct', 'Nov', 'Dec']\r\n let newDate = new Date(date)\r\n newDate = months[newDate.getMonth()] + ' ' + newDate.getDate() + ', ' + newDate.getFullYear() + ' ' + newDate.toLocaleTimeString()\r\n if(isRelative) {\r\n newDate = Date.now() - new Date(date)\r\n newDate = newDate / 1000\r\n if(newDate < 60 ) {\r\n newDate = Math.round(newDate) + ' seconds ago'\r\n } else if(newDate < 3600 ) {\r\n newDate = Math.round(newDate / 60) + ' minutes ago'\r\n } else if(newDate < 86400) {\r\n newDate = Math.round(newDate / 3600) + ' hours ago'\r\n } else {\r\n newDate = Math.round(newDate / 86400) + ' days ago'\r\n }\r\n // newDate = newDate / 1000 / 60 / 60 / 24\r\n return newDate\r\n }\r\n return newDate\r\n }\r\n\r\n\r\n //Get today's date\r\nexport function setDate(name) {\r\n const date = new Date().toLocaleDateString('en-US', {\r\n month: 'long',\r\n day: 'numeric',\r\n year: 'numeric'\r\n });\r\n \r\n return `Hello ${name}, Today's date is ${date}.`;\r\n }","import React, { useEffect, useState } from 'react';\r\nimport { useHistory } from 'react-router-dom';\r\nimport { Button, Form, OverlayTrigger, Tooltip } from 'react-bootstrap';\r\nimport { loadStripe } from '@stripe/stripe-js';\r\nimport { safeCredentials, handleErrors } from '@utils/fetchHelper';\r\nimport { GiReceiveMoney } from 'react-icons/gi'; // Importing the required icon\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst DonateButton = () => {\r\n const [stripe, setStripe] = useState(null);\r\n const [amount, setAmount] = useState(25);\r\n const [isInputVisible, setInputVisible] = useState(false);\r\n const history = useHistory();\r\n\r\n useEffect(() => {\r\n\r\n\r\n async function fetchStripe() {\r\n const stripe = await loadStripe(process.env.STRIPE_PUBLISHABLE_KEY);\r\n setStripe(stripe);\r\n }\r\n\r\n fetchStripe();\r\n }, []);\r\n\r\n // handle scenario when viewport is less than 500px width\r\n const handleClick = () => {\r\n if (window.innerWidth < 500) {\r\n history.push('/donate');\r\n } else {\r\n setInputVisible(true);\r\n }\r\n };\r\n\r\n const handleDonate = e => {\r\n e.preventDefault();\r\n\r\n if (amount === '') {\r\n return;\r\n }\r\n\r\n createCheckoutSession()\r\n .then(sessionId => {\r\n redirectToCheckout(sessionId);\r\n })\r\n .catch(error => {\r\n console.log(error);\r\n });\r\n };\r\n\r\n const handleCancel = () => {\r\n setInputVisible(false);\r\n setAmount('');\r\n };\r\n\r\n const createCheckoutSession = () => {\r\n return fetch(`/charges`, safeCredentials({\r\n method: 'POST',\r\n body: JSON.stringify({ amount: amount }) // send amount in dollars\r\n }))\r\n .then(handleErrors)\r\n .then(async response => {\r\n \r\n const stripe = await loadStripe(process.env.STRIPE_PUBLISHABLE_KEY);\r\n return { response, stripe };\r\n })\r\n .then(({ response }) => {\r\n return response.charge.checkout_session_id;\r\n })\r\n .catch(error => {\r\n console.log(error);\r\n });\r\n };\r\n\r\n const redirectToCheckout = async sessionId => {\r\n const stripe = await loadStripe(process.env.STRIPE_PUBLISHABLE_KEY);\r\n stripe.redirectToCheckout({\r\n sessionId: sessionId,\r\n })\r\n .then(result => {\r\n if (result.error) {\r\n console.log(result.error);\r\n }\r\n })\r\n .catch(error => {\r\n console.log(error);\r\n });\r\n };\r\n\r\n return (\r\n
\r\n {!isInputVisible ? (\r\n
\r\n \r\n Show Support\r\n
\r\n ) : (\r\n
\r\n \r\n Your Support is Appreciated! Enter your preferred amount.\r\n setAmount(Number(e.target.value))}\r\n required\r\n placeholder=\"Enter amount\"\r\n />\r\n \r\n {' '}\r\n \r\n
\r\n )}\r\n
\r\n );\r\n};\r\n\r\nexport default DonateButton;","// sidebar.jsx\r\nimport React, { useState, useEffect } from 'react';\r\nimport { BrowserRouter as Router, Route, Link, Switch } from \"react-router-dom\";\r\nimport { BiEnvelope } from 'react-icons/bi';\r\nimport { BsGithub, BsLinkedin, BsHouse, BsPerson, BsFileText, BsJournalRichtext, BsServer, BsEnvelope } from 'react-icons/bs';\r\nimport { AiFillFacebook } from 'react-icons/ai';\r\nimport { DiNpm } from 'react-icons/di';\r\n// import kodanad from '@src/images/kodanad';\r\nimport DonateButton from './support/support_content.jsx';\r\n\r\nimport '@src/home.scss';\r\n\r\nconst Sidebar = () => {\r\n const [isCollapsed, setCollapsed] = useState(false);\r\n\r\n useEffect(() => {\r\n const updateWindowWidth = () => {\r\n if (window.innerWidth < 576) { // Adjust as needed\r\n setCollapsed(true);\r\n } else {\r\n setCollapsed(false);\r\n }\r\n };\r\n \r\n window.addEventListener('resize', updateWindowWidth);\r\n updateWindowWidth();\r\n\r\n return () => window.removeEventListener('resize', updateWindowWidth);\r\n }, []);\r\n\r\n return (\r\n
\r\n
\r\n
\r\n \"\"\r\n

RpAsher

\r\n
\r\n \r\n \r\n \r\n \r\n \r\n
\r\n
\r\n \r\n
\r\n
\r\n RpAsher, LLC {new Date().getFullYear()}\r\n
\r\n
\r\n
\r\n
\r\n )\r\n}\r\n\r\nexport default Sidebar;","import React, { useState } from 'react';\r\nimport { BsFillArrowUpSquareFill, BsFillArrowDownSquareFill } from 'react-icons/bs';\r\nimport { animateScroll as scroll } from 'react-scroll';\r\n\r\nconst ScrollComponent = () => {\r\n const [hoveredUp, setHoveredUp] = useState(false);\r\n const [hoveredDown, setHoveredDown] = useState(false);\r\n\r\n const upStyle = hoveredUp ? { color: '#5a6268' } : { color: '#0000CD', opacity: '0.3' };\r\n const downStyle = hoveredDown ? { color: '#5a6268' } : { color: '#0000CD', opacity: '0.3' };\r\n\r\n const scrollToTop = () => {\r\n scroll.scrollToTop({ duration: 500 });\r\n };\r\n\r\n const scrollToBottom = () => {\r\n scroll.scrollToBottom({ duration: 500 });\r\n };\r\n\r\n return (\r\n
\r\n \r\n \r\n
\r\n );\r\n};\r\n\r\nexport default ScrollComponent;\r\n","import React from 'react';\r\nimport { Card, Form } from 'react-bootstrap';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst CoverCard2 = ({ children }) => {\r\n return (\r\n
\r\n
\r\n \r\n \r\n {children}\r\n \r\n \r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default CoverCard2;","// contact_form.jsx\r\nimport React, { useState } from 'react';\r\nimport { Form, OverlayTrigger, Tooltip, Button, Table, Tab, Card, Alert, InputGroup, DropdownButton, Dropdown } from 'react-bootstrap';\r\nimport { BiEnvelope } from 'react-icons/bi';\r\nimport { BsGithub, BsLinkedin, BsHouse, BsPerson, BsFileText, BsJournalRichtext, BsServer, BsEnvelope } from 'react-icons/bs';\r\nimport { AiFillFacebook } from 'react-icons/ai';\r\nimport { DiNpm } from 'react-icons/di';\r\nimport { safeCredentials, handleErrors } from '@utils/fetchHelper';\r\n// import Layout from '@utils/_layout.jsx';\r\nimport CoverCard2 from '@utils/_card2.jsx';\r\n// import monkey1 from '@src/images/monkey1';\r\n\r\nimport './home.scss';\r\n\r\nconst ContactForm = () => {\r\n const [contactForm, setContactForm] = useState({ name: '', email: '', subject: '', message: '' });\r\n const [isSubmitted, setIsSubmitted] = useState(false);\r\n const [errorMessage, setErrorMessage] = useState(''); // New state variable for error message\r\n\r\n const handleChange = (event) => {\r\n setContactForm({ ...contactForm, [event.target.name]: event.target.value });\r\n };\r\n\r\n const handleReset = () => {\r\n setContactForm({ name: '', email: '', subject: '', message: '' });\r\n };\r\n\r\n const handleSubmit = async (event) => {\r\n event.preventDefault();\r\n\r\n fetch('/contact_forms', safeCredentials({\r\n method: 'POST',\r\n body: JSON.stringify(contactForm)\r\n }))\r\n .then(handleErrors)\r\n .then(response => {\r\n setIsSubmitted(true);\r\n setErrorMessage(''); // Clear any previous error message on success\r\n console.log(response);\r\n })\r\n .catch(error => {\r\n console.error(error);\r\n setErrorMessage('An error occurred. Please try again.'); // Set the error message\r\n });\r\n };\r\n\r\n return (\r\n
\r\n
\r\n
\r\n
\r\n <>\r\n \r\n {/* Insert Below */}\r\n Contact\r\n {isSubmitted ? (\r\n Your message has been successfully submitted!\r\n ) : (\r\n <>\r\n {errorMessage && {errorMessage}}\r\n
\r\n {/* Your form fields go here */}\r\n \r\n Name\r\n \r\n \r\n \r\n \r\n Email\r\n \r\n \r\n \r\n \r\n Subject\r\n \r\n \r\n \r\n \r\n Message\r\n \r\n \r\n \r\n \r\n
\r\n \r\n )}\r\n
\r\n {/* Space Filler */}\r\n \r\n {/* Insert Below */}\r\n Questions, Comments, Concerns?\r\n

If you have any questions about the site, how I created some of my content, need a quote on creating content, need to correct me on some of my featured content (hey, math is hard sometimes) or have an idea or suggestion on new content or features to add, feel free to send me a message. I try to respond to all requests and comments within 24 hours.

\r\n Need to find me other places?\r\n
\r\n
\r\n
    \r\n
  • GitHub
  • \r\n
  • LinkedIn
  • \r\n
  • Facebook
  • \r\n
  • Netlify
  • \r\n
\r\n
\r\n
\r\n
\r\n \r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default ContactForm;","import React from 'react';\r\nimport { Alert, Button, Card, Form, Collapse, OverlayTrigger, Tooltip, Dropdown } from 'react-bootstrap';\r\n\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst Layout = ({ children }) => {\r\n return (\r\n
\r\n
\r\n
\r\n {children}\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default Layout;\r\n","import React from 'react';\r\nimport { Link } from \"react-router-dom\";\r\nimport { AiFillHome } from \"react-icons/ai\";\r\n\r\nconst GoHome = () => {\r\n return (\r\n \r\n \r\n \r\n \r\n );\r\n};\r\n\r\nexport default GoHome;","// support_page.jsx\r\nimport React, { useEffect, useState } from 'react';\r\nimport { useHistory } from 'react-router-dom';\r\nimport { Form, OverlayTrigger, Tooltip, Button, Table, Tab, Card, Alert, InputGroup, DropdownButton, Dropdown } from 'react-bootstrap';\r\nimport { loadStripe } from '@stripe/stripe-js';\r\nimport { safeCredentials, handleErrors } from '@utils/fetchHelper';\r\nimport { GiReceiveMoney } from 'react-icons/gi'; // Importing the required icon\r\nimport Layout from '@utils/_layout.jsx';\r\nimport CoverCard2 from '@utils/_card2.jsx';\r\nimport GoHome from '@utils/go_home.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst DonatePage = () => {\r\n const [stripe, setStripe] = useState(null);\r\n const [amount, setAmount] = useState(25);\r\n const [isInputVisible, setInputVisible] = useState(false); // This state was missing\r\n const history = useHistory();\r\n\r\n const handleDonate = (e) => {\r\n e.preventDefault();\r\n\r\n if (amount === '') {\r\n return;\r\n }\r\n\r\n // Handle Stripe checkout session creation and redirection here\r\n createCheckoutSession()\r\n .then(sessionId => {\r\n redirectToCheckout(sessionId);\r\n })\r\n .catch(error => {\r\n console.log(error);\r\n });\r\n };\r\n\r\n const handleCancel = () => {\r\n setInputVisible(false);\r\n setAmount('');\r\n };\r\n\r\n const createCheckoutSession = () => {\r\n return fetch(`/charges`, safeCredentials({\r\n method: 'POST',\r\n body: JSON.stringify({ amount: amount }) // send amount in dollars\r\n }))\r\n .then(handleErrors)\r\n .then(async response => {\r\n \r\n const stripe = await loadStripe(process.env.STRIPE_PUBLISHABLE_KEY);\r\n return { response, stripe };\r\n })\r\n .then(({ response }) => {\r\n return response.charge.checkout_session_id;\r\n })\r\n .catch(error => {\r\n console.log(error);\r\n });\r\n };\r\n\r\n const redirectToCheckout = async sessionId => {\r\n const stripe = await loadStripe(process.env.STRIPE_PUBLISHABLE_KEY);\r\n stripe.redirectToCheckout({\r\n sessionId: sessionId,\r\n })\r\n .then(result => {\r\n if (result.error) {\r\n console.log(result.error);\r\n }\r\n })\r\n .catch(error => {\r\n console.log(error);\r\n });\r\n };\r\n\r\n return (\r\n \r\n \r\n \r\n {/* Insert Below */}\r\n
\r\n \r\n Your Support is Appreciated! Enter your preferred amount.\r\n setAmount(Number(e.target.value))}\r\n required\r\n placeholder=\"Enter amount\"\r\n />\r\n \r\n {' '}\r\n {/* */}\r\n \r\n \r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default DonatePage;\r\n","import React from 'react';\r\nimport { Card, Button } from 'react-bootstrap';\r\n// import tombsnobles1 from '@src/images/tombsnobles1';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst SuccessfulCharge = () => {\r\n return (\r\n
\r\n
\r\n
\r\n
\r\n <>\r\n
\r\n \r\n \r\n Payment Successful!\r\n
\r\n

Thank you for your support!

\r\n

Your donation helps us to keep creating great content. We appreciate your generosity.

\r\n \r\n
\r\n
\r\n
\r\n
\r\n \r\n
\r\n
\r\n
\r\n );\r\n };\r\n\r\nexport default SuccessfulCharge;\r\n\r\n","import React from 'react';\r\nimport { BrowserRouter as Router, Route } from 'react-router-dom';\r\nimport { Form, Button, Card, OverlayTrigger, Tooltip } from 'react-bootstrap';\r\n// import tombsnobles1 from '@src/images/tombsnobles1';\r\n\r\nimport '@utils/styles.scss';\r\n\r\n\r\nclass CancelCharge extends React.Component {\r\n render () {\r\n return (\r\n
\r\n
\r\n
\r\n
\r\n <>\r\n
\r\n \r\n \r\n Payment Successfully Cancelled!\r\n \r\n
\r\n

Donation Cancelled

\r\n

You have cancelled your donation. Feel free to support us whenever you feel like it!

\r\n Back to home\r\n
\r\n \r\n \r\n
\r\n
\r\n
\r\n \r\n
\r\n
\r\n
\r\n );\r\n }\r\n }\r\n \r\n export default CancelCharge; \r\n ","import React from 'react';\r\nimport { Link } from \"react-router-dom\";\r\nimport { AiFillCalculator } from \"react-icons/ai\";\r\n\r\nconst GoBack = () => {\r\n return (\r\n \r\n \r\n Back to Calculators\r\n \r\n );\r\n};\r\n\r\nexport default GoBack;","import React from 'react';\r\nimport { Card, Form } from 'react-bootstrap';\r\nimport GoBack from '@utils/go_back.jsx';\r\nimport GoHome from '@utils/go_home.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst CoverCard = ({ children }) => {\r\n return (\r\n
\r\n
\r\n \r\n \r\n {children}\r\n
\r\n \r\n \r\n
\r\n
\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default CoverCard;\r\n","// InvestmentLinks.jsx\r\nimport React from 'react';\r\nimport ReactDOM from 'react-dom';\r\nimport { BrowserRouter as Router, Switch, Route, Link } from \"react-router-dom\";\r\nimport { Accordion, Table, Card, CardGroup, ListGroup } from 'react-bootstrap';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst SubRoute = ({ match }) =>

{match.url}

\r\n\r\nconst NotFound = () => {\r\n return

404 Not Found

;\r\n}\r\n\r\nconst InvestmentLinks = () => {\r\n return (\r\n \r\n \r\n \r\n Investment Finance Calculators\r\n

Select a calculator from the list below:

\r\n \r\n RMD Calculator\r\n Future Value Calculator\r\n Present Value Calculator\r\n Compound Annual Growth Rate (CAGR)\r\n Compound Interest Rate\r\n Dividend Discount Model\r\n Discounted Cash Flow\r\n Roth Conversion Calculator\r\n Bond Yield Calculator\r\n Inflation Adjusted Return Calculator\r\n Tax Equivalent Yield Calculator\r\n {/* Name Here */}\r\n \r\n
\r\n
\r\n
\r\n )\r\n}\r\n\r\nexport default InvestmentLinks;","import React from 'react'\r\n\r\n\r\nconst singleLifeExpectancyTable = {\r\n// Table I (Single Life Expectancy)\r\n // Replace with actual data\r\n 70: 18.8,\r\n 71: 18,\r\n 72: 17.2,\r\n 73: 16.4,\r\n 74: 15.6,\r\n 75: 14.8,\r\n 76: 14.1,\r\n 77: 13.3,\r\n 78: 12.6,\r\n 79: 11.9,\r\n 80: 11.2,\r\n 81: 10.5,\r\n 82: 9.9,\r\n 83: 9.3,\r\n 84: 8.7,\r\n 85: 8.1,\r\n 86: 7.6,\r\n 87: 7.1,\r\n 88: 6.6,\r\n 89: 6.1,\r\n 90: 5.7,\r\n 91: 5.3,\r\n 92: 4.9,\r\n 93: 4.6,\r\n 94: 4.3,\r\n 95: 4,\r\n 96: 3.7,\r\n 97: 3.4,\r\n 98: 3.2,\r\n 99: 3,\r\n 100: 2.8,\r\n 101: 2.6,\r\n 102: 2.5,\r\n 103: 2.3,\r\n 104: 2.2,\r\n 105: 2.1,\r\n 106: 2.1,\r\n 107: 2.1,\r\n 108: 2,\r\n 109: 2,\r\n 110: 2,\r\n 111: 2,\r\n 112: 2,\r\n 113: 1.9,\r\n 114: 1.9,\r\n 115: 1.8,\r\n 116: 1.8,\r\n 117: 1.6,\r\n 118: 1.4,\r\n 119: 1.1,\r\n 120: 1,\r\n // ...\r\n };\r\n\r\n export default singleLifeExpectancyTable;\r\n ","import React from 'react'\r\n\r\n\r\nconst jointLifeExpectancyTable = {\r\n // Table II (Joint Life and Last Survivor Expectancy)\r\n 20: {\t\r\n 20: 72,\r\n 21: 71.5,\r\n 22: 71,\r\n 23: 70.6,\r\n 24: 70.2,\r\n 25: 69.8,\r\n 26: 69.5,\r\n 27: 69.1,\r\n 28: 68.8,\r\n 29: 68.5,\r\n },\t\r\n 21: {\t\r\n 21: 71.5,\r\n 22: 71,\r\n 23: 70.5,\r\n 24: 70,\r\n 25: 69.6,\r\n 26: 69.2,\r\n 27: 68.8,\r\n 28: 68.5,\r\n 29: 68.1,\r\n 30: 67.8,\r\n },\t\r\n 22: {\t\r\n 22: 71,\r\n 23: 70.5,\r\n 24: 70,\r\n 25: 69.5,\r\n 26: 69,\r\n 27: 68.6,\r\n 28: 68.2,\r\n 29: 67.8,\r\n 30: 67.5,\r\n 31: 67.1,\r\n },\t\r\n 23: {\t\r\n 23: 70.6,\r\n 24: 70,\r\n 25: 69.5,\r\n 26: 69,\r\n 27: 68.5,\r\n 28: 68,\r\n 29: 67.6,\r\n 30: 67.2,\r\n 31: 66.8,\r\n 32: 66.5,\r\n },\t\r\n 24: {\t\r\n 24: 70.2,\r\n 25: 69.6,\r\n 26: 69,\r\n 27: 68.5,\r\n 28: 68,\r\n 29: 67.5,\r\n 30: 67.1,\r\n 31: 66.6,\r\n 32: 66.2,\r\n 33: 65.8,\r\n },\t\r\n 25: {\t\r\n 25: 69.8,\r\n 26: 69.2,\r\n 27: 68.6,\r\n 28: 68,\r\n 29: 67.5,\r\n 30: 67,\r\n 31: 66.5,\r\n 32: 66.1,\r\n 33: 65.6,\r\n 34: 65.2,\r\n },\t\r\n 26: {\t\r\n 26: 69.5,\r\n 27: 68.8,\r\n 28: 68.2,\r\n 29: 67.6,\r\n 30: 67.1,\r\n 31: 66.5,\r\n 32: 66,\r\n 33: 65.5,\r\n 34: 65.1,\r\n 35: 64.6,\r\n },\t\r\n 27: {\t\r\n 27: 69.1,\r\n 28: 68.5,\r\n 29: 67.8,\r\n 30: 67.2,\r\n 31: 66.6,\r\n 32: 66.1,\r\n 33: 65.5,\r\n 34: 65,\r\n 35: 64.5,\r\n 36: 64.1,\r\n },\t\r\n 28: {\t\r\n 28: 68.8,\r\n 29: 68.1,\r\n 30: 67.5,\r\n 31: 66.8,\r\n 32: 66.2,\r\n 33: 65.6,\r\n 34: 65.1,\r\n 35: 64.5,\r\n 36: 64,\r\n 37: 63.5,\r\n },\t\r\n 29: {\t\r\n 29: 68.5,\r\n 30: 67.8,\r\n 31: 67.1,\r\n 32: 66.5,\r\n 33: 65.8,\r\n 34: 65.2,\r\n 35: 64.6,\r\n 36: 64.1,\r\n 37: 63.5,\r\n 38: 63,\r\n },\t\r\n 30: {\t\r\n 30: 68.3,\r\n 31: 67.5,\r\n 32: 66.8,\r\n 33: 66.2,\r\n 34: 65.5,\r\n 35: 64.9,\r\n 36: 64.2,\r\n 37: 63.7,\r\n 38: 63.1,\r\n 39: 62.6,\r\n 40: 62,\r\n 41: 61.6,\r\n 42: 61.1,\r\n 43: 60.7,\r\n 44: 60.3,\r\n 45: 59.9,\r\n 46: 59.5,\r\n 47: 59.2,\r\n 48: 58.9,\r\n 49: 58.6,\r\n },\t\r\n 31: {\t\r\n 31: 68,\r\n 32: 67.3,\r\n 33: 66.6,\r\n 34: 65.8,\r\n 35: 65.2,\r\n 36: 64.5,\r\n 37: 63.9,\r\n 38: 63.2,\r\n 39: 62.7,\r\n 40: 62.1,\r\n 41: 61.6,\r\n 42: 61.1,\r\n 43: 60.6,\r\n 44: 60.1,\r\n 45: 59.7,\r\n 46: 59.3,\r\n 47: 58.9,\r\n 48: 58.6,\r\n 49: 58.2,\r\n 50: 57.9,\r\n },\t\r\n 32: {\t\r\n 32: 67.8,\r\n 33: 67,\r\n 34: 66.3,\r\n 35: 65.6,\r\n 36: 64.9,\r\n 37: 64.2,\r\n 38: 63.5,\r\n 39: 62.9,\r\n 40: 62.3,\r\n 41: 61.7,\r\n 42: 61.1,\r\n 43: 60.6,\r\n 44: 60.1,\r\n 45: 59.6,\r\n 46: 59.1,\r\n 47: 58.7,\r\n 48: 58.3,\r\n 49: 57.9,\r\n 50: 57.6,\r\n 51: 57.2,\r\n },\t\r\n 33: {\t\r\n 33: 67.6,\r\n 34: 66.8,\r\n 35: 66,\r\n 36: 65.3,\r\n 37: 64.6,\r\n 38: 63.9,\r\n 39: 63.2,\r\n 40: 62.5,\r\n 41: 61.9,\r\n 42: 61.3,\r\n 43: 60.7,\r\n 44: 60.1,\r\n 45: 59.6,\r\n 46: 59.1,\r\n 47: 58.6,\r\n 48: 58.1,\r\n 49: 57.7,\r\n 50: 57.3,\r\n 51: 56.9,\r\n 52: 56.6,\r\n },\t\r\n 34: {\t\r\n 34: 67.4,\r\n 35: 66.6,\r\n 36: 65.8,\r\n 37: 65.1,\r\n 38: 64.3,\r\n 39: 63.6,\r\n 40: 62.9,\r\n 41: 62.2,\r\n 42: 61.5,\r\n 43: 60.9,\r\n 44: 60.3,\r\n 45: 59.7,\r\n 46: 59.1,\r\n 47: 58.6,\r\n 48: 58.1,\r\n 49: 57.6,\r\n 50: 57.2,\r\n 51: 56.7,\r\n 52: 56.3,\r\n 53: 55.9,\r\n },\t\r\n 35: {\t\r\n 35: 67.2,\r\n 36: 66.4,\r\n 37: 65.6,\r\n 38: 64.8,\r\n 39: 64.1,\r\n 40: 63.3,\r\n 41: 62.6,\r\n 42: 61.9,\r\n 43: 61.2,\r\n 44: 60.5,\r\n 45: 59.9,\r\n 46: 59.3,\r\n 47: 58.7,\r\n 48: 58.1,\r\n 49: 57.6,\r\n 50: 57.1,\r\n 51: 56.6,\r\n 52: 56.2,\r\n 53: 55.7,\r\n 54: 55.3,\r\n },\t\r\n 36: {\t\r\n 36: 67.1,\r\n 37: 66.2,\r\n 38: 65.4,\r\n 39: 64.6,\r\n 40: 63.8,\r\n 41: 63.1,\r\n 42: 62.3,\r\n 43: 61.6,\r\n 44: 60.9,\r\n 45: 60.2,\r\n 46: 59.5,\r\n 47: 58.9,\r\n 48: 58.3,\r\n 49: 57.7,\r\n 50: 57.2,\r\n 51: 56.6,\r\n 52: 56.1,\r\n 53: 55.6,\r\n 54: 55.2,\r\n 55: 54.7,\r\n },\t\r\n 37: {\t\r\n 37: 66.9,\r\n 38: 66.1,\r\n 39: 65.2,\r\n 40: 64.4,\r\n 41: 63.6,\r\n 42: 62.8,\r\n 43: 62.1,\r\n 44: 61.3,\r\n 45: 60.6,\r\n 46: 59.9,\r\n 47: 59.2,\r\n 48: 58.6,\r\n 49: 57.9,\r\n 50: 57.3,\r\n 51: 56.7,\r\n 52: 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14.9,\r\n 71: 14.1,\r\n 72: 13.4,\r\n 73: 12.7,\r\n 74: 12,\r\n 75: 11.3,\r\n 76: 10.6,\r\n 77: 10,\r\n 78: 9.4,\r\n 79: 8.8,\r\n 80: 8.3,\r\n 81: 7.7,\r\n 82: 7.3,\r\n 83: 6.8,\r\n 84: 6.4,\r\n 85: 6,\r\n 86: 5.6,\r\n 87: 5.2,\r\n 88: 4.9,\r\n 89: 4.6,\r\n 90: 4.4,\r\n 91: 4.1,\r\n 92: 3.9,\r\n 93: 3.7,\r\n 94: 3.5,\r\n 95: 3.3,\r\n 96: 3.2,\r\n 97: 3.1,\r\n 98: 3,\r\n 99: 2.9,\r\n 100: 2.8,\r\n 101: 2.8,\r\n 102: 2.8,\r\n 103: 2.8,\r\n 104: 2.8,\r\n 105: 2.7,\r\n 106: 2.7,\r\n 107: 2.7,\r\n 108: 2.7,\r\n 109: 2.6,\r\n 110: 2.6,\r\n 111: 2.5,\r\n 112: 2.4,\r\n 113: 2.2,\r\n 114: 2,\r\n 115: 1.8\r\n },\t\r\n 117: {\t\r\n 117: 65,\r\n 118: 64.1,\r\n 119: 63.1,\r\n 120: 62.1,\r\n 20: 61.1,\r\n 21: 60.2,\r\n 22: 59.2,\r\n 23: 58.2,\r\n 24: 57.3,\r\n 25: 56.3,\r\n 26: 55.3,\r\n 27: 54.4,\r\n 28: 53.4,\r\n 29: 52.5,\r\n 30: 51.5,\r\n 31: 50.5,\r\n 32: 49.6,\r\n 33: 48.6,\r\n 34: 47.7,\r\n 35: 46.7,\r\n 36: 45.7,\r\n 37: 44.8,\r\n 38: 43.8,\r\n 39: 42.9,\r\n 40: 41.9,\r\n 41: 41,\r\n 42: 40,\r\n 43: 39,\r\n 44: 38.1,\r\n 45: 37.1,\r\n 46: 36.2,\r\n 47: 35.3,\r\n 48: 34.3,\r\n 49: 33.4,\r\n 50: 32.5,\r\n 51: 31.6,\r\n 52: 30.7,\r\n 53: 29.8,\r\n 54: 28.9,\r\n 55: 28,\r\n 56: 27.1,\r\n 57: 26.3,\r\n 58: 25.4,\r\n 59: 24.6,\r\n 60: 23.7,\r\n 61: 22.9,\r\n 62: 22.1,\r\n 63: 21.2,\r\n 64: 20.4,\r\n 65: 19.6,\r\n 66: 18.8,\r\n 67: 18,\r\n 68: 17.2,\r\n 69: 16.4,\r\n 70: 15.6,\r\n 71: 14.9,\r\n 72: 14.1,\r\n 73: 13.4,\r\n 74: 12.7,\r\n 75: 12,\r\n 76: 11.3,\r\n 77: 10.6,\r\n 78: 10,\r\n 79: 9.4,\r\n 80: 8.8,\r\n 81: 8.2,\r\n 82: 7.7,\r\n 83: 7.2,\r\n 84: 6.8,\r\n 85: 6.3,\r\n 86: 5.9,\r\n 87: 5.5,\r\n 88: 5.2,\r\n 89: 4.9,\r\n 90: 4.6,\r\n 91: 4.3,\r\n 92: 4,\r\n 93: 3.8,\r\n 94: 3.6,\r\n 95: 3.4,\r\n 96: 3.3,\r\n 97: 3.1,\r\n 98: 3,\r\n 99: 2.9,\r\n 100: 2.8,\r\n 101: 2.7,\r\n 102: 2.7,\r\n 103: 2.7,\r\n 104: 2.7,\r\n 105: 2.6,\r\n 106: 2.6,\r\n 107: 2.6,\r\n 108: 2.6,\r\n 109: 2.6,\r\n 110: 2.5,\r\n 111: 2.5,\r\n 112: 2.4,\r\n 113: 2.3,\r\n 114: 2.1,\r\n 115: 1.9,\r\n 116: 1.6\r\n },\t\r\n 118: {\t\r\n 118: 65,\r\n 119: 64.1,\r\n 120: 63.1,\r\n 20: 62.1,\r\n 21: 61.1,\r\n 22: 60.2,\r\n 23: 59.2,\r\n 24: 58.2,\r\n 25: 57.3,\r\n 26: 56.3,\r\n 27: 55.3,\r\n 28: 54.4,\r\n 29: 53.4,\r\n 30: 52.5,\r\n 31: 51.5,\r\n 32: 50.5,\r\n 33: 49.6,\r\n 34: 48.6,\r\n 35: 47.7,\r\n 36: 46.7,\r\n 37: 45.7,\r\n 38: 44.8,\r\n 39: 43.8,\r\n 40: 42.9,\r\n 41: 41.9,\r\n 42: 41,\r\n 43: 40,\r\n 44: 39,\r\n 45: 38.1,\r\n 46: 37.1,\r\n 47: 36.2,\r\n 48: 35.3,\r\n 49: 34.3,\r\n 50: 33.4,\r\n 51: 32.5,\r\n 52: 31.6,\r\n 53: 30.7,\r\n 54: 29.8,\r\n 55: 28.9,\r\n 56: 28,\r\n 57: 27.1,\r\n 58: 26.3,\r\n 59: 25.4,\r\n 60: 24.5,\r\n 61: 23.7,\r\n 62: 22.9,\r\n 63: 22.1,\r\n 64: 21.2,\r\n 65: 20.4,\r\n 66: 19.6,\r\n 67: 18.8,\r\n 68: 18,\r\n 69: 17.2,\r\n 70: 16.4,\r\n 71: 15.6,\r\n 72: 14.9,\r\n 73: 14.1,\r\n 74: 13.4,\r\n 75: 12.6,\r\n 76: 11.9,\r\n 77: 11.3,\r\n 78: 10.6,\r\n 79: 10,\r\n 80: 9.3,\r\n 81: 8.8,\r\n 82: 8.2,\r\n 83: 7.7,\r\n 84: 7.2,\r\n 85: 6.7,\r\n 86: 6.3,\r\n 87: 5.8,\r\n 88: 5.5,\r\n 89: 5.1,\r\n 90: 4.8,\r\n 91: 4.5,\r\n 92: 4.2,\r\n 93: 3.9,\r\n 94: 3.7,\r\n 95: 3.5,\r\n 96: 3.3,\r\n 97: 3.1,\r\n 98: 3,\r\n 99: 2.8,\r\n 100: 2.7,\r\n 101: 2.6,\r\n 102: 2.6,\r\n 103: 2.5,\r\n 104: 2.5,\r\n 105: 2.5,\r\n 106: 2.5,\r\n 107: 2.5,\r\n 108: 2.4,\r\n 109: 2.4,\r\n 110: 2.4,\r\n 111: 2.4,\r\n 112: 2.3,\r\n 113: 2.2,\r\n 114: 2.1,\r\n 115: 1.9,\r\n 116: 1.7,\r\n 117: 1.4\r\n },\t\r\n 119: {\t\r\n 119: 65,\r\n 120: 64.1,\r\n 20: 63.1,\r\n 21: 62.1,\r\n 22: 61.1,\r\n 23: 60.2,\r\n 24: 59.2,\r\n 25: 58.2,\r\n 26: 57.3,\r\n 27: 56.3,\r\n 28: 55.3,\r\n 29: 54.4,\r\n 30: 53.4,\r\n 31: 52.5,\r\n 32: 51.5,\r\n 33: 50.5,\r\n 34: 49.6,\r\n 35: 48.6,\r\n 36: 47.7,\r\n 37: 46.7,\r\n 38: 45.7,\r\n 39: 44.8,\r\n 40: 43.8,\r\n 41: 42.9,\r\n 42: 41.9,\r\n 43: 41,\r\n 44: 40,\r\n 45: 39,\r\n 46: 38.1,\r\n 47: 37.1,\r\n 48: 36.2,\r\n 49: 35.3,\r\n 50: 34.3,\r\n 51: 33.4,\r\n 52: 32.5,\r\n 53: 31.6,\r\n 54: 30.7,\r\n 55: 29.8,\r\n 56: 28.9,\r\n 57: 28,\r\n 58: 27.1,\r\n 59: 26.2,\r\n 60: 25.4,\r\n 61: 24.5,\r\n 62: 23.7,\r\n 63: 22.9,\r\n 64: 22.1,\r\n 65: 21.2,\r\n 66: 20.4,\r\n 67: 19.6,\r\n 68: 18.8,\r\n 69: 18,\r\n 70: 17.2,\r\n 71: 16.4,\r\n 72: 15.6,\r\n 73: 14.8,\r\n 74: 14.1,\r\n 75: 13.4,\r\n 76: 12.6,\r\n 77: 11.9,\r\n 78: 11.2,\r\n 79: 10.6,\r\n 80: 9.9,\r\n 81: 9.3,\r\n 82: 8.7,\r\n 83: 8.2,\r\n 84: 7.6,\r\n 85: 7.1,\r\n 86: 6.6,\r\n 87: 6.2,\r\n 88: 5.8,\r\n 89: 5.4,\r\n 90: 5,\r\n 91: 4.7,\r\n 92: 4.4,\r\n 93: 4.1,\r\n 94: 3.8,\r\n 95: 3.6,\r\n 96: 3.3,\r\n 97: 3.1,\r\n 98: 2.9,\r\n 99: 2.8,\r\n 100: 2.6,\r\n 101: 2.5,\r\n 102: 2.4,\r\n 103: 2.4,\r\n 104: 2.3,\r\n 105: 2.3,\r\n 106: 2.3,\r\n 107: 2.3,\r\n 108: 2.2,\r\n 109: 2.2,\r\n 110: 2.2,\r\n 111: 2.2,\r\n 112: 2.1,\r\n 113: 2.1,\r\n 114: 2,\r\n 115: 1.9,\r\n 116: 1.7,\r\n 117: 1.3,\r\n 118: 1.1\r\n },\t\r\n 120: {\t\r\n 120: 65,\r\n 20: 64.1,\r\n 21: 63.1,\r\n 22: 62.1,\r\n 23: 61.1,\r\n 24: 60.2,\r\n 25: 59.2,\r\n 26: 58.2,\r\n 27: 57.3,\r\n 28: 56.3,\r\n 29: 55.3,\r\n 30: 54.4,\r\n 31: 53.4,\r\n 32: 52.5,\r\n 33: 51.5,\r\n 34: 50.5,\r\n 35: 49.6,\r\n 36: 48.6,\r\n 37: 47.7,\r\n 38: 46.7,\r\n 39: 45.7,\r\n 40: 44.8,\r\n 41: 43.8,\r\n 42: 42.9,\r\n 43: 41.9,\r\n 44: 41,\r\n 45: 40,\r\n 46: 39,\r\n 47: 38.1,\r\n 48: 37.1,\r\n 49: 36.2,\r\n 50: 35.3,\r\n 51: 34.3,\r\n 52: 33.4,\r\n 53: 32.5,\r\n 54: 31.6,\r\n 55: 30.6,\r\n 56: 29.8,\r\n 57: 28.9,\r\n 58: 28,\r\n 59: 27.1,\r\n 60: 26.2,\r\n 61: 25.4,\r\n 62: 24.5,\r\n 63: 23.7,\r\n 64: 22.9,\r\n 65: 22,\r\n 66: 21.2,\r\n 67: 20.4,\r\n 68: 19.6,\r\n 69: 18.8,\r\n 70: 18,\r\n 71: 17.2,\r\n 72: 16.4,\r\n 73: 15.6,\r\n 74: 14.8,\r\n 75: 14.1,\r\n 76: 13.3,\r\n 77: 12.6,\r\n 78: 11.9,\r\n 79: 11.2,\r\n 80: 10.5,\r\n 81: 9.9,\r\n 82: 9.3,\r\n 83: 8.7,\r\n 84: 8.1,\r\n 85: 7.6,\r\n 86: 7.1,\r\n 87: 6.6,\r\n 88: 6.1,\r\n 89: 5.7,\r\n 90: 5.3,\r\n 91: 4.9,\r\n 92: 4.6,\r\n 93: 4.3,\r\n 94: 4,\r\n 95: 3.7,\r\n 96: 3.4,\r\n 97: 3.2,\r\n 98: 3,\r\n 99: 2.8,\r\n 100: 2.6,\r\n 101: 2.5,\r\n 102: 2.3,\r\n 103: 2.2,\r\n 104: 2.1,\r\n 105: 2.1,\r\n 106: 2.1,\r\n 107: 2,\r\n 108: 2,\r\n 109: 2,\r\n 110: 2,\r\n 111: 2,\r\n 112: 1.9,\r\n 113: 1.9,\r\n 114: 1.8,\r\n 115: 1.8,\r\n 116: 1.6,\r\n 117: 1.4,\r\n 118: 1.1,\r\n 119: 1,\r\n },\t\r\n };\r\n\r\n export default jointLifeExpectancyTable;\r\n ","import React from 'react'\r\n\r\n\r\nconst uniformLifetimeTable = {\r\n // Table III (Uniform Lifetime)\r\n 72: 27.4,\r\n 73: 26.5,\r\n 74: 25.5,\r\n 75: 24.6,\r\n 76: 23.7,\r\n 77: 22.9,\r\n 78: 22,\r\n 79: 21.1,\r\n 80: 20.2,\r\n 81: 19.4,\r\n 82: 18.5,\r\n 83: 17.7,\r\n 84: 16.8,\r\n 85: 16,\r\n 86: 15.2,\r\n 87: 14.4,\r\n 88: 13.7,\r\n 89: 12.9,\r\n 90: 12.2,\r\n 91: 11.5,\r\n 92: 10.8,\r\n 93: 10.1,\r\n 94: 9.5,\r\n 95: 8.9,\r\n 96: 8.4,\r\n 97: 7.8,\r\n 98: 7.3,\r\n 99: 6.8,\r\n 100: 6.4,\r\n 101: 6,\r\n 102: 5.6,\r\n 103: 5.2,\r\n 104: 4.9,\r\n 105: 4.6,\r\n 106: 4.3,\r\n 107: 4.1,\r\n 108: 3.9,\r\n 109: 3.7,\r\n 110: 3.5,\r\n 111: 3.4,\r\n 112: 3.3,\r\n 113: 3.1,\r\n 114: 3,\r\n 115: 2.9,\r\n 116: 2.8,\r\n 117: 2.7,\r\n 118: 2.5,\r\n 119: 2.3,\r\n 120: 2,\r\n // ...\r\n };\r\n\r\n export default uniformLifetimeTable;\r\n ","import React, { useState } from 'react';\r\nimport { Form, Button, Alert, Card } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\n// import tombsnobles1 from '@src/images/tombsnobles1';\r\nimport singleLifeExpectancyTable from './rmd_tables/T1_SingleLife';\r\nimport jointLifeExpectancyTable from './rmd_tables/T2_JointLife';\r\nimport uniformLifetimeTable from './rmd_tables/T3_UniformLife';\r\nimport GoBack from '@utils/go_back.jsx';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\n\r\nconst RMDCalculator = () => {\r\n const initialState = {\r\n date: new Date().toISOString().substring(0, 10),\r\n dob: '',\r\n maritalStatus: false,\r\n spouseDob: '',\r\n accountBalance: '',\r\n };\r\n const [form, setForm] = useState(initialState);\r\n const [rmd, setRmd] = useState(null);\r\n const [errorMessage, setErrorMessage] = useState(null); // Added an error message state variable\r\n\r\n const handleChange = (e) => {\r\n const value = e.target.type === 'checkbox' ? e.target.checked : e.target.value;\r\n setForm({\r\n ...form,\r\n [e.target.name]: value,\r\n });\r\n };\r\n\r\n const calculateRMD = () => {\r\n const age = getAge(form.dob);\r\n const spouseAge = getAge(form.spouseDob); // calculate spouse's age\r\n let distributionPeriod;\r\n\r\n // validate ages\r\n if (age < 72) {\r\n setErrorMessage('User must be at least 72 years old.');\r\n return;\r\n }\r\n if (age > 119 || (form.maritalStatus && spouseAge > 119)) {\r\n setErrorMessage('Age must be between 72 and 119.');\r\n return;\r\n }\r\n\r\n if (form.maritalStatus) {\r\n if (spouseAge > age + 10) {\r\n distributionPeriod = jointLifeExpectancyTable[age][spouseAge];\r\n } else {\r\n distributionPeriod = uniformLifetimeTable[age];\r\n }\r\n } else {\r\n distributionPeriod = singleLifeExpectancyTable[age];\r\n }\r\n const rmd = parseFloat(form.accountBalance) / distributionPeriod;\r\n setRmd(parseFloat(rmd.toFixed(2)).toLocaleString());\r\n setErrorMessage(null); // clear error message\r\n };\r\n\r\n // clear form field\r\n const clearForm = () => {\r\n setForm(initialState);\r\n setRmd(null);\r\n setErrorMessage(null);\r\n };\r\n\r\n // Function to calculate age based on date of birth\r\n function getAge(dob) {\r\n const today = new Date();\r\n const birthDate = new Date(dob);\r\n let age = today.getFullYear() - birthDate.getFullYear();\r\n const monthDiff = today.getMonth() - birthDate.getMonth();\r\n if (monthDiff < 0 || (monthDiff === 0 && today.getDate() < birthDate.getDate())) {\r\n age--;\r\n }\r\n return age;\r\n }\r\n\r\n return (\r\n \r\n \r\n \r\n {/* Insert Below */}\r\n Required Minimum Distributions \"RMD\" Calculator\r\n
\r\n \r\n Today's Date\r\n \r\n \r\n \r\n \r\n \r\n Account Owner's Date of Birth\r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n {form.maritalStatus && (\r\n \r\n Spouse's Date of Birth\r\n \r\n \r\n )}\r\n \r\n \r\n Account Balance as of December 31st Previous Year\r\n {\r\n const { value } = values;\r\n // value without formatting = 2223\r\n setForm({\r\n ...form,\r\n accountBalance: value,\r\n });\r\n }} \r\n value={form.accountBalance} // add this line\r\n />\r\n \r\n \r\n \r\n \r\n
\r\n {errorMessage && (\r\n \r\n {errorMessage}\r\n \r\n )}\r\n \r\n {rmd && (\r\n \r\n The Required Minimum Distribution (RMD) for this year is: ${rmd}\r\n \r\n )}\r\n
\r\n {/* Space Filler */}\r\n \r\n {/* Insert Below */}\r\n Required Minimum Distribution (RMD) Calculator\r\n

\r\n Required Minimum Distribution (RMD) refers to the minimum amount that individuals with certain retirement accounts, such as Traditional IRAs and 401(k) plans, must withdraw from their accounts each year. The RMD amount is determined based on the account balance and the individual's age.\r\n

\r\n

\r\n The RMD is mandatory for individuals who have reached the age of 72 (or 70 ½ if born before July 1, 1949). Failing to take the RMD or withdrawing less than the required amount can result in significant tax penalties.\r\n

\r\n

\r\n This calculator helps you determine the Required Minimum Distribution (RMD) for a specific year. It takes into account the following parameters:\r\n

\r\n
    \r\n
  • Date: The date for which you want to calculate the RMD.
  • \r\n
  • Account Owner's Date of Birth: The account owner's date of birth, used to calculate the age.
  • \r\n
  • Marital Status: Whether the account owner is married or not.
  • \r\n
  • Spouse's Date of Birth: The spouse's date of birth, if applicable.
  • \r\n
  • Account Balance: The account balance as of December 31st of the previous year.
  • \r\n
\r\n

\r\n After entering these parameters, the calculator determines the required distribution period based on the account owner's age and marital status. It then calculates the RMD amount for the specified year.\r\n

\r\n

\r\n It's important to note that the RMD calculation is subject to IRS rules and regulations, and this calculator provides an estimate based on the provided parameters.\r\n

\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default RMDCalculator;","import React, { useState } from 'react';\r\nimport { Form, OverlayTrigger, Tooltip, Button, Table, Tab, Card, Alert, InputGroup, DropdownButton, Dropdown } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst FutureValue = () => {\r\n const [showAlert, setShowAlert] = useState(false); // Added to control visibility of alert\r\n const [principal, setPrincipal] = useState(25000);\r\n const [rate, setRate] = useState(5);\r\n const [years, setYears] = useState(4);\r\n const [compoundsPerYear, setCompoundsPerYear] = useState(12);\r\n const [futureValue, setFutureValue] = useState(0);\r\n\r\n const calculateFutureValue = (e) => {\r\n e.preventDefault();\r\n let r = rate / 100; // convert to decimal\r\n let n = compoundsPerYear;\r\n let t = years;\r\n let futureValue = principal * Math.pow((1 + r/n), n*t);\r\n setFutureValue(futureValue.toFixed(2));\r\n setShowAlert(true); // Set the showAlert to true to display the alert\r\n }\r\n\r\n const clearForm = () => {\r\n setPrincipal(25000);\r\n setRate(5);\r\n setYears(4);\r\n setCompoundsPerYear(12);\r\n setFutureValue(0);\r\n setShowAlert(false); // Set the showAlert to true to display the alert\r\n }\r\n\r\n return (\r\n \r\n \r\n \r\n {/* Insert Below */}\r\n Future Value Calculator\r\n {/* Principal */}\r\n
\r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Present Value:\r\n {\r\n const { value } = values;\r\n setPrincipal(parseFloat(value));\r\n }} \r\n />\r\n \r\n
\r\n
\r\n {/* Annual Interest Rate */}\r\n \r\n Rate (%):\r\n (\r\n \r\n The rate you expect or desire to receive on your investment\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { value } = values;\r\n setRate(parseFloat(value));\r\n }} \r\n />\r\n \r\n
\r\n
\r\n {/* Number of Years */}\r\n \r\n Periods (years):\r\n setYears(e.target.value)} />\r\n \r\n
\r\n
\r\n {/* Compounds per Year */}\r\n \r\n Compounding frequency\r\n (\r\n \r\n The Number of times interest applied per time period; (12 = 12x per year; 1 = 1x per year; while 4 = 4x per year [qtrly dividends for example])\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n setCompoundsPerYear(parseInt(e.target.value))}\r\n />\r\n setCompoundsPerYear(parseInt(e.target.value))}\r\n />\r\n setCompoundsPerYear(parseInt(e.target.value))}\r\n />\r\n setCompoundsPerYear(parseInt(e.target.value))}\r\n />\r\n \r\n \r\n \r\n {showAlert && (\r\n \r\n The Future Value is \r\n \r\n )}\r\n
\r\n {/* INSERT ABOVE */}\r\n
\r\n {/* Space Filler */}\r\n \r\n {/* Insert Below */}\r\n Future Value Calculator\r\n

\r\n The Future Value Calculator helps you estimate the future value of an investment based on the initial principal, annual interest rate, number of years, and the number of times interest is compounded per year.\r\n

\r\n

\r\n The calculation for future value is based on the compound interest formula:\r\n

\r\n

\r\n Future Value:\r\n
\r\n FV = Principal * (1 + (Rate / CompoundsPerYear))^(CompoundsPerYear * Years) \r\n

\r\n

\r\n The calculator takes the following inputs:\r\n

\r\n
    \r\n
  • Initial Investment (Principal): The amount of money you initially invest.
  • \r\n
  • Annual Interest Rate: The annual interest rate on the investment.
  • \r\n
  • Number of Years: The number of years the investment will compound.
  • \r\n
  • Number of Times Interest Applied per Time Period: The number of times the interest is compounded per year (e.g., quarterly, monthly).
  • \r\n
\r\n

\r\n After entering these parameters, the calculator determines the future value defined by the inputs.\r\n

\r\n
\r\n \r\n
\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default FutureValue;","import React, { useState } from 'react';\r\nimport { Form, OverlayTrigger, Tooltip, Button, Table, Tab, Card, Alert, InputGroup, DropdownButton, Dropdown } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst PresentValue = () => {\r\n const [showAlert, setShowAlert] = useState(false); // Added to control visibility of alert\r\n const [futureValue, setFutureValue] = useState(25000); // Changed to futureValue\r\n const [rate, setRate] = useState(5);\r\n const [years, setYears] = useState(4);\r\n const [compoundsPerYear, setCompoundsPerYear] = useState(12);\r\n const [presentValue, setPresentValue] = useState(0); // Added presentValue\r\n\r\n const calculatePresentValue = (e) => {\r\n e.preventDefault();\r\n let r = rate / 100; // convert to decimal\r\n let n = compoundsPerYear;\r\n let t = years;\r\n let presentValue = futureValue / Math.pow((1 + r/n), n*t);\r\n setPresentValue(presentValue.toFixed(2));\r\n setShowAlert(true); // Set the showAlert to true to display the alert\r\n }\r\n\r\n const clearForm = () => {\r\n setFutureValue(25000); // Changed to futureValue\r\n setRate(5);\r\n setYears(4);\r\n setCompoundsPerYear(12);\r\n setPresentValue(0);\r\n setShowAlert(false); // Set the showAlert to true to display the alert\r\n }\r\n\r\n return (\r\n \r\n \r\n \r\n {/* Insert Below */}\r\n Present Value Calculator\r\n {/* INSERT BELOW */}\r\n {/* CONTENT BELOW THIS LINE */}\r\n
\r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Future Value:\r\n {\r\n const { value } = values;\r\n setFutureValue(parseFloat(value)); // Changed to setFutureValue\r\n }} \r\n />\r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n {/* Annual Interest Rate */}\r\n \r\n Rate (%):\r\n (\r\n \r\n The rate you expect or desire to receive on your investment\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { value } = values;\r\n setRate(parseFloat(value));\r\n }} \r\n />\r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n {/* Number of Years */}\r\n \r\n Period (years)\r\n setYears(e.target.value)} />\r\n \r\n
\r\n
\r\n {/* Compounds per Year */}\r\n \r\n Compounding frequency\r\n (\r\n \r\n The Number of times interest applied per time period; (12 = 12x per year; 1 = 1x per year; while 4 = 4x per year [qtrly dividends for example])\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n setCompoundsPerYear(parseInt(e.target.value))}\r\n />\r\n setCompoundsPerYear(parseInt(e.target.value))}\r\n />\r\n setCompoundsPerYear(parseInt(e.target.value))}\r\n />\r\n setCompoundsPerYear(parseInt(e.target.value))}\r\n />\r\n \r\n \r\n \r\n {showAlert && (\r\n \r\n The Present Value is \r\n \r\n )}\r\n
\r\n {/* INSERT ABOVE */}\r\n
\r\n {/* Space Filler */}\r\n \r\n {/* Insert Below */}\r\n Present Value Calculator\r\n

\r\n The Present Value Calculator helps you estimate the present value of an investment based on the future value, discount rate, number of years, and the number of times interest is compounded per year.\r\n

\r\n

\r\n The calculation for present value is based on the discounted cash flow formula:\r\n

\r\n

\r\n Present Value:\r\n
\r\n PV = FV / (1 + (Rate / CompoundsPerYear))^(CompoundsPerYear * Years) \r\n

\r\n

\r\n The calculator takes the following inputs:\r\n

\r\n
    \r\n
  • Future Value: The expected value of the investment in the future.
  • \r\n
  • Discount Rate: The rate used to discount the future cash flows.
  • \r\n
  • Number of Years: The number of years the investment will compound.
  • \r\n
  • Number of Times Interest Applied per Time Period: The number of times the interest is compounded per year (e.g., quarterly, monthly).
  • \r\n
\r\n

\r\n After entering these parameters, the calculator determines the present value defined by the inputs.\r\n

\r\n
\r\n \r\n
\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default PresentValue;","import React, { useState } from 'react';\r\nimport { Form, OverlayTrigger, Tooltip, Button, Table, Tab, Card, Alert, InputGroup, DropdownButton, Dropdown } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst CAGR = () => {\r\n const [showAlert, setShowAlert] = useState(false); // Added to control visibility of alert\r\n const [initialInvestment, setInitialInvestment] = useState(10000);\r\n const [endingValue, setEndingValue] = useState(25000);\r\n const [periods, setPeriods] = useState(5);\r\n const [cagr, setCAGR] = useState(0);\r\n\r\n const calculateCAGR = (e) => {\r\n e.preventDefault();\r\n let cagr = Math.pow(endingValue / initialInvestment, 1 / periods) - 1;\r\n setCAGR((cagr * 100).toFixed(2));\r\n setShowAlert(true); // Set the showAlert to true to display the alert\r\n }\r\n\r\n const clearForm = () => {\r\n setInitialInvestment(10000);\r\n setEndingValue(25000);\r\n setPeriods(5);\r\n setCAGR(0);\r\n setShowAlert(false);\r\n }\r\n\r\n return (\r\n \r\n \r\n \r\n {/* Insert Below */}\r\n Compound Annual Growth Rate (CAGR) Calculator\r\n {/* INSERT BELOW */}\r\n
\r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Initial Investment:\r\n {\r\n const { value } = values;\r\n setInitialInvestment(parseFloat(value));\r\n }} \r\n />\r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Ending Value:\r\n {\r\n const { value } = values;\r\n setEndingValue(parseFloat(value));\r\n }} \r\n />\r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Period (years):\r\n setPeriods(e.target.value)} />\r\n \r\n
\r\n
\r\n \r\n \r\n {showAlert && (\r\n \r\n The Compound Annual Growth Rate (CAGR) is \r\n \r\n )}\r\n
\r\n
\r\n {/* Space Filler */}\r\n \r\n {/* Insert Below */}\r\n Compound Annual Growth Rate (CAGR) Calculator\r\n

\r\n The Compound Annual Growth Rate (CAGR) Calculator helps you estimate the annual growth rate of an investment based on the initial value, final value, and the number of years.\r\n

\r\n

\r\n The calculation for CAGR is based on the formula:\r\n

\r\n

\r\n Compound Annual Growth Rate (CAGR):\r\n
\r\n CAGR = (FV / PV)^(1 / Years) - 1\r\n

\r\n

\r\n The calculator takes the following inputs:\r\n

\r\n
    \r\n
  • Initial Value (PV): The initial value of the investment.
  • \r\n
  • Final Value (FV): The final value of the investment.
  • \r\n
  • Number of Years: The number of years the investment has grown.
  • \r\n
\r\n

\r\n After entering these parameters, the calculator determines the Compound Annual Growth Rate (CAGR) defined by the inputs.\r\n

\r\n
\r\n \r\n
\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default CAGR;","import React, { useState } from 'react';\r\nimport { Form, OverlayTrigger, Tooltip, Button, Table, Tab, Card, Alert, InputGroup, DropdownButton, Dropdown } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst CompoundInterest = () => {\r\n const [showAlert, setShowAlert] = useState(false); // Added to control visibility of alert\r\n const [initialInvestment, setInitialInvestment] = useState(15000);\r\n const [periodicInvestment, setPeriodicInvestment] = useState(250);\r\n const [periodicFrequency, setPeriodicFrequency] = useState('Monthly');\r\n const [interestRate, setInterestRate] = useState(7);\r\n const [periods, setPeriods] = useState(5);\r\n const [periodType, setPeriodType] = useState('Monthly');\r\n const [compoundInterest, setCompoundInterest] = useState(0);\r\n\r\n const calculateCompoundInterest = (e) => {\r\n e.preventDefault();\r\n \r\n let p = Number(initialInvestment); // Initial investment amount\r\n let r = Number(interestRate) / 100; // convert interest rate to a decimal\r\n let t = Number(periods); // periods to compound\r\n let periodicPmt = Number(periodicInvestment); // periodic investment\r\n \r\n let n;\r\n switch (periodType) {\r\n case 'Daily':\r\n n = 365;\r\n break;\r\n case 'Monthly':\r\n n = 12;\r\n break;\r\n case 'Annually':\r\n n = 1;\r\n break;\r\n default:\r\n n = 12; // default to monthly\r\n }\r\n \r\n // calculate future value of the initial investment\r\n let FV_initial = p * Math.pow(1 + r/n, n*t);\r\n FV_initial = Number(FV_initial.toFixed(2));\r\n \r\n // calculate future value of series for periodic investments\r\n let FV_periodic = 0;\r\n if (r !== 0) {\r\n FV_periodic = periodicPmt * ((Math.pow(1 + r/n, n*t) - 1) / (r/n));\r\n FV_periodic = Number(FV_periodic.toFixed(2));\r\n } else {\r\n FV_periodic = periodicPmt * n * t;\r\n FV_periodic = Number(FV_periodic.toFixed(2));\r\n }\r\n \r\n let FV_total = FV_initial + FV_periodic;\r\n setCompoundInterest(FV_total.toFixed(2));\r\n setShowAlert(true); // Set the showAlert to true to display the alert\r\n }\r\n \r\n \r\n \r\n const clearForm = () => {\r\n setInitialInvestment(15000);\r\n setPeriodicInvestment(250);\r\n setPeriodicFrequency('Monthly');\r\n setInterestRate(7);\r\n setPeriods(5);\r\n setPeriodType('Monthly');\r\n setCompoundInterest(0);\r\n setShowAlert(false);\r\n }\r\n\r\n return (\r\n \r\n \r\n \r\n {/* Insert Below */}\r\n Compound Interest Rate Calculator\r\n {/* INSERT BELOW */}\r\n
\r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Initial Investment ($):\r\n {\r\n const { value } = values;\r\n setInitialInvestment(parseFloat(value));\r\n }} \r\n />\r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Periodic Investment ($):\r\n {\r\n const { value } = values;\r\n setPeriodicInvestment(parseFloat(value));\r\n }} \r\n />\r\n \r\n
\r\n
\r\n\r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Rate or APR (%):\r\n {\r\n const { value } = values;\r\n setInterestRate(parseFloat(value));\r\n }} \r\n />\r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Periods (years):\r\n (\r\n \r\n Enter the period in years. If the period is less than a year, \r\n enter it as a fraction of a year. For example, for 6 months, \r\n enter 0.5. This field controls the overall period of the calculation.\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n setPeriods(parseFloat(e.target.value))} />\r\n \r\n
\r\n
\r\n\r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Periodic Frequency:\r\n setPeriodicFrequency('Monthly')}\r\n />\r\n setPeriodicFrequency('Annually')}\r\n />\r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n APR(%) Frequency\r\n setPeriodType('Daily')}\r\n />\r\n setPeriodType('Monthly')}\r\n />\r\n setPeriodType('Annually')}\r\n />\r\n \r\n
\r\n
\r\n \r\n \r\n {showAlert && (\r\n \r\n Using Compound Interest Rate, your initial investment of would now be .\r\n \r\n )}\r\n
\r\n
\r\n {/* Space Filler */}\r\n \r\n {/* Insert Below */}\r\n Compound Interest\r\n

\r\n Compound interest is the interest on a loan or deposit calculated based on both the initial principal and the accumulated interest from previous periods. It is thought to have been the concept that led to the phrase, \"Money earns money.\"\r\n

\r\n

\r\n The formula used for the calculation is:\r\n
\r\n FV = P(1 + i/n)^(nt) + Pmt[(1 + i/n)^(nt) - 1] / (i/n)\r\n
\r\n where,\r\n

\r\n
    \r\n
  • P is the initial principal (starting amount)
  • \r\n
  • Pmt is the periodic investment
  • \r\n
  • i is the annual interest rate (APR)
  • \r\n
  • n is the number of times interest applied per time period
  • \r\n
  • t is the number of time periods the money is invested for
  • \r\n
  • FV is the future value of the investment
  • \r\n
\r\n

\r\n After entering these parameters, the calculator determines the Compound Interest Rate defined by the inputs.\r\n

\r\n
\r\n \r\n
\r\n
\r\n
\r\n
\r\n );\r\n };\r\n\r\nexport default CompoundInterest;","import React, { useState } from 'react';\r\nimport { Form, Button, Card, OverlayTrigger, Tooltip, Dropdown } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\n// import tombsnobles1 from '@src/images/tombsnobles1';\r\nimport GoBack from '@utils/go_back.jsx';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst DividendDiscountModel = () => {\r\n const [currentStockPrice, setCurrentStockPrice] = useState(0);\r\n const [discountRate, setDiscountRate] = useState(0);\r\n const [ttmDividends, setTtmDividends] = useState(0);\r\n const [dividendGrowth, setDividendGrowth] = useState(0);\r\n const [ddmValue, setDdmValue] = useState(0);\r\n const [valueDifference, setValueDifference] = useState(0);\r\n \r\n const calculateDDM = (e) => {\r\n e.preventDefault();\r\n \r\n let D = Number(ttmDividends); // TTM Dividends per Share\r\n let r = Number(discountRate) / 100; // Discount Rate\r\n let g = Number(dividendGrowth) / 100; // Dividend Growth Rate\r\n \r\n let ddm = D / (r - g);\r\n let diff = ((ddm - Number(currentStockPrice)) / Number(currentStockPrice)) * 100;\r\n \r\n setDdmValue(ddm.toFixed(2));\r\n setValueDifference(diff.toFixed(2));\r\n }\r\n\r\n const clearForm = () => {\r\n setCurrentStockPrice(0);\r\n setDiscountRate(0);\r\n setTtmDividends(0);\r\n setDividendGrowth(1);\r\n setDdmValue(0);\r\n setValueDifference(0);\r\n }\r\n \r\n\r\n return (\r\n
\r\n
\r\n
\r\n
\r\n <>\r\n
\r\n \r\n \r\n

Dividend Discount Model (DDM) Calculator

\r\n {/* INSERT BELOW */}\r\n
\r\n
\r\n \r\n Current Stock Price ($):\r\n {\r\n const { value } = values;\r\n setCurrentStockPrice(parseFloat(value));\r\n }} \r\n />\r\n \r\n\r\n \r\n Discount Rate (%):\r\n (\r\n \r\n The return you could achieve someplace else. I usually put the risk-free rate.\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { value } = values;\r\n setDiscountRate(parseFloat(value));\r\n }} \r\n />\r\n \r\n\r\n \r\n Total Dividends per Share ($) (annual):\r\n (\r\n \r\n If $1 every quarter, then $4 would go here (annual dividend amount)\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { value } = values;\r\n setTtmDividends(parseFloat(value));\r\n }} \r\n />\r\n \r\n\r\n \r\n Dividend Growth (%):\r\n (\r\n \r\n The average annual amount you expect the dividend to grow over the years\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { value } = values;\r\n setDividendGrowth(parseFloat(value));\r\n }} \r\n />\r\n \r\n\r\n \r\n\r\n \r\n
\r\n\r\n \r\n \r\n Calculated DDM Value\r\n \r\n \r\n \r\n\r\n Over / Under Value Percentage\r\n \r\n \r\n \r\n \r\n \r\n
\r\n {/* INSERT ABOVE */}\r\n \r\n
\r\n
\r\n
\r\n \r\n
\r\n
\r\n
\r\n \r\n \r\n Dividend Discount Model (DDM)\r\n

\r\n The Dividend Discount Model (DDM) is a method of valuing a company's stock price based on the theory that its stock is worth the sum of all of its future dividend payments, discounted back to their present value. In other words, it is used to value stocks based on the net present value of the future dividends.\r\n

\r\n

\r\n The formula used for the calculation is:\r\n
\r\n P0 = D / (k - g)\r\n
\r\n where,\r\n

\r\n
    \r\n
  • D is the Dividend Per Share
  • \r\n
  • k is the Required Rate of Return (or discount rate)
  • \r\n
  • g is the Dividend Growth Rate
  • \r\n
  • DDM is the Dividend Discount Model value
  • \r\n
\r\n

\r\n After entering these parameters, the calculator determines the theoretical value of the company.\r\n

\r\n
\r\n \r\n
\r\n
\r\n
\r\n
\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default DividendDiscountModel;\r\n\r\n","import React, { useState } from 'react';\r\nimport { Button, Card, Form, Collapse, OverlayTrigger, Tooltip } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\n// import tombsnobles1 from '@src/images/tombsnobles1';\r\nimport GoBack from '@utils/go_back.jsx';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst DiscountedCashFlow = () => {\r\n const [currentStockPrice, setCurrentStockPrice] = useState(0);\r\n const [discountRate, setDiscountRate] = useState(0);\r\n const [eps, setEps] = useState(0);\r\n const [growthRate, setGrowthRate] = useState(0);\r\n const [fcf, setFcf] = useState(0);\r\n const [fcfGrowth, setFcfGrowth] = useState(0);\r\n const [yearsOfGrowth, setYearsOfGrowth] = useState(5);\r\n const [perpetualGrowth, setPerpetualGrowth] = useState(0);\r\n const [dcfType, setDcfType] = useState('eps');\r\n const [yearsToSimulate, setYearsToSimulate] = useState(100);\r\n const [open, setOpen] = useState(false);\r\n const [calculatedDCF, setCalculatedDCF] = useState(0);\r\n const [overUnderValuation, setOverUnderValuation] = useState(null);\r\n\r\n const calculateDCF = () => {\r\n let dcf = 0;\r\n let cashFlow = dcfType === 'eps' ? eps : fcf;\r\n let growth = dcfType === 'eps' ? growthRate : fcfGrowth;\r\n \r\n for (let i = 1; i <= yearsToSimulate; i++) {\r\n if (i > yearsOfGrowth) {\r\n growth = perpetualGrowth;\r\n }\r\n cashFlow *= 1 + growth;\r\n dcf += cashFlow / Math.pow(1 + discountRate, i);\r\n }\r\n \r\n return dcf.toFixed(2);\r\n };\r\n \r\n\r\n const handleCalculate = () => {\r\n const dcfValue = calculateDCF();\r\n setCalculatedDCF(dcfValue);\r\n const valuation = (dcfValue - currentStockPrice) / currentStockPrice;\r\n setOverUnderValuation(isNaN(valuation) ? null : valuation);\r\n };\r\n\r\n const resetForm = () => {\r\n setCurrentStockPrice(0);\r\n setDiscountRate(0);\r\n setEps(0);\r\n setGrowthRate(0);\r\n setFcf(0);\r\n setFcfGrowth(0);\r\n setYearsOfGrowth(5);\r\n setPerpetualGrowth(0);\r\n setDcfType('eps');\r\n setYearsToSimulate(100);\r\n setCalculatedDCF(0);\r\n setOverUnderValuation(null); // Clear the overUnderValuation state\r\n };\r\n \r\n\r\n const dcfValue = calculateDCF();\r\n// const overUnderValuation = (dcfValue - currentStockPrice) / currentStockPrice;\r\n // ... state variables and other code ...\r\n \r\n return (\r\n
\r\n \r\n
\r\n
\r\n <>\r\n
\r\n \r\n \r\n

Discounted Cash Flow (DCF) Calculator

\r\n
\r\n {/* Current Stock Price */}\r\n \r\n Current Stock Price ($)\r\n setCurrentStockPrice(parseFloat(values.value))}\r\n />\r\n \r\n \r\n {/* Discount Rate */}\r\n \r\n Discount Rate (%):\r\n (\r\n \r\n The return you could achieve someplace else. I usually put the risk-free rate.\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { value } = values;\r\n setDiscountRate(parseFloat(value));\r\n }} \r\n />\r\n \r\n \r\n {/* TTM Earnings Per Share */}\r\n \r\n TTM EPS ($):\r\n (\r\n \r\n Trailing 12 month dollars value earned in profit per share.\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { value } = values;\r\n setEps(parseFloat(value));\r\n }} \r\n />\r\n \r\n\r\n {/* Earnings Growth */}\r\n \r\n EPS Growth (%)\r\n (\r\n \r\n The expected growth in earnings per share near term.\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { value } = values;\r\n setGrowthRate(parseFloat(value));\r\n }} \r\n />\r\n \r\n \r\n {/* Advanced Options */}\r\n \r\n \r\n
\r\n\r\n {/* TTM Free Cash Flow Per Share */}\r\n \r\n TTM FCF per share ($):\r\n (\r\n \r\n The trailing 12 month dollar value of free cash flow per share. Only use this if you selected the FCF option DCF type.\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { value } = values;\r\n setFcf(parseFloat(value));\r\n }} \r\n />\r\n \r\n\r\n {/* Free Cash Flow Growth */}\r\n \r\n FCF Growth (%):\r\n (\r\n \r\n The annual rate of growth you expect for FCF in near term. Only use this if you selected the FCF option DCF type.\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { value } = values;\r\n setFcfGrowth(parseFloat(value));\r\n }} \r\n />\r\n \r\n \r\n {/* Years of Above Growth */}\r\n \r\n Estimated Time Above Growth Rate (in Years):\r\n (\r\n \r\n Expected near term growth (in years). Usually 5 years or less. The \"foreseeable\" period of time you would expect to see more aggressive growth in a company or growth higher than the perpetual growth rate.\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n setYearsOfGrowth(parseInt(e.target.value))}\r\n />\r\n \r\n \r\n {/* Perpetual Growth */}\r\n {/* Free Cash Flow Growth */}\r\n \r\n Perpetual Growth Rate (%):\r\n (\r\n \r\n After 'growth' period, the estimated average growth rate in Earnings per share or FCF per share. I typically put 2%.\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { value } = values;\r\n setPerpetualGrowth(parseFloat(value));\r\n }} \r\n />\r\n \r\n \r\n {/* DCF Type */}\r\n \r\n DCF Type:\r\n (\r\n \r\n Free Cash Flow per share or Earnings per share.\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n setDcfType('eps')}\r\n />\r\n setDcfType('fcf')}\r\n />\r\n \r\n \r\n {/* Years to Simulate */}\r\n \r\n Time (Years):\r\n (\r\n \r\n The number of years in the future for the DCF model to calculate.\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n setYearsToSimulate(parseInt(e.target.value))}\r\n />\r\n \r\n
\r\n
\r\n \r\n {/* Calculate and Reset Buttons */}\r\n \r\n \r\n \r\n Discounted Cash Flow (DCF) / Calculated Fair Value: {calculatedDCF}\r\n \r\n \r\n Over / Under Value Percentage: {overUnderValuation !== null ? (overUnderValuation * 100).toFixed(2) + '%' : ''}\r\n \r\n
\r\n \r\n
\r\n
\r\n
\r\n \r\n
\r\n
\r\n
\r\n \r\n \r\n Discounted Cash Flow (DCF) Calculator\r\n

\r\n The Discounted Cash Flow (DCF) Calculator helps you estimate the value of an investment or company based on its expected future cash flows. It takes into account the time value of money, meaning that future cash flows are worth less than the same amount of cash received today.\r\n

\r\n

\r\n The calculation for DCF is based on the formula:\r\n

\r\n

\r\n Discounted Cash Flow (DCF):\r\n
\r\n DCF = CF₁ / (1 + r) + CF₂ / (1 + r)² + CF₃ / (1 + r)³ + ... + CFₙ / (1 + r)ⁿ\r\n

\r\n

\r\n Where:\r\n

\r\n
    \r\n
  • DCF: Discounted Cash Flow
  • \r\n
  • CF₁, CF₂, CF₃, ..., CFₙ: Expected future cash flows in each period (e.g., year)
  • \r\n
  • r: Discount rate or required rate of return
  • \r\n
\r\n

\r\n The DCF calculator takes the following inputs:\r\n

\r\n
    \r\n
  • Current Stock Price ($): The current market price of the stock or investment.
  • \r\n
  • Discount Rate (%): The rate used to discount future cash flows to their present value. It represents the minimum rate of return required by an investor to invest in the stock.
  • \r\n
  • TTM EPS ($): Trailing twelve months earnings per share. It is the total earnings of the company over the past twelve months divided by the number of outstanding shares.
  • \r\n
  • EPS Growth (%): The expected annual growth rate of earnings per share.
  • \r\n
  • TTM FCF per share ($): Trailing twelve months free cash flow per share. It represents the amount of cash generated by the company's operations after accounting for capital expenditures.
  • \r\n
  • FCF Growth (%): The expected annual growth rate of free cash flow per share.
  • \r\n
  • Estimated Time Above Growth Rate (in Years): The number of years expected for the company to grow at a rate higher than the perpetual growth rate.
  • \r\n
  • Perpetual Growth Rate (%): The estimated average growth rate of earnings per share or free cash flow per share after the growth period.
  • \r\n
  • DCF Type: The type of cash flow used for the DCF calculation, either Earnings per Share (EPS) or Free Cash Flow per Share (FCFPS).
  • \r\n
  • Time (Years): The number of years in the future for which the DCF model calculates the value.
  • \r\n
\r\n

\r\n After entering these parameters, the calculator calculates the DCF value based on the inputs provided and displays it as the \"Discounted Cash Flow (DCF) / Calculated Fair Value.\" Additionally, it calculates the over/under valuation percentage by comparing the DCF value with the current stock price.\r\n

\r\n
\r\n \r\n
\r\n
\r\n
\r\n
\r\n
\r\n
\r\n
\r\n );\r\n };\r\n\r\n export default DiscountedCashFlow;\r\n \r\n","import React, { useState } from 'react';\r\nimport { Alert, Button, Card, Form, Collapse, OverlayTrigger, Tooltip, Dropdown } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\n// import tombsnobles1 from '@src/images/tombsnobles1';\r\nimport GoBack from '@utils/go_back.jsx';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst RothConversionCalculator = () => {\r\n const [currentAge, setCurrentAge] = useState(45);\r\n const [withdrawalAge, setWithdrawalAge] = useState(65);\r\n const [currentMarginalTax, setCurrentMarginalTax] = useState(24);\r\n const [marginalTaxAtRetirement, setMarginalTaxAtRetirement] = useState(22);\r\n const [retirementInvestmentTax, setRetirementInvestmentTax] = useState(15);\r\n const [returnOnInvestment, setReturnOnInvestment] = useState(7);\r\n const [totalAmountToConvert, setTotalAmountToConvert] = useState(25000);\r\n const [result, setResult] = useState(null);\r\n\r\n const calculateResult = () => {\r\n const rothReturns = totalAmountToConvert * Math.pow(1 + returnOnInvestment / 100, withdrawalAge - currentAge);\r\n \r\n // Part A\r\n const taxSavings = totalAmountToConvert * currentMarginalTax / 100;\r\n const taxSavingsReturn = taxSavings * Math.pow(1 + returnOnInvestment / 100, withdrawalAge - currentAge);\r\n const taxedTaxSavingsReturn = taxSavingsReturn - (taxSavingsReturn - taxSavings) * retirementInvestmentTax / 100; // Tax is deducted only from the gains\r\n \r\n // Part B\r\n const iraReturnsBeforeTax = totalAmountToConvert * Math.pow(1 + returnOnInvestment / 100, withdrawalAge - currentAge);\r\n const iraReturns = iraReturnsBeforeTax * (1 - marginalTaxAtRetirement / 100); // Tax is deducted\r\n \r\n const totalIraReturns = taxedTaxSavingsReturn + iraReturns;\r\n \r\n let resultString = \"\";\r\n \r\n const formatCurrency = (amount) => {\r\n const [integerPart, decimalPart] = parseFloat(amount).toFixed(2).split('.');\r\n return `${parseInt(integerPart).toLocaleString()}.${decimalPart}`;\r\n };\r\n \r\n if (rothReturns > totalIraReturns) {\r\n resultString = `Convert to Roth, this option gives you $${formatCurrency(rothReturns)}, which is greater than the IRA option of $${formatCurrency(totalIraReturns)}.`;\r\n } else if (rothReturns < totalIraReturns) {\r\n resultString = `Do not convert to Roth, this option gives you $${formatCurrency(rothReturns)}, which is less than the IRA option of $${formatCurrency(totalIraReturns)}.`;\r\n } else {\r\n resultString = `Do not convert, as $${formatCurrency(rothReturns)} is equal to $${formatCurrency(totalIraReturns)}.`;\r\n }\r\n \r\n setResult(resultString);\r\n };\r\n \r\n \r\n \r\n \r\n const resetForm = () => {\r\n setCurrentAge(45);\r\n setWithdrawalAge(65);\r\n setCurrentMarginalTax(24);\r\n setMarginalTaxAtRetirement(22);\r\n setRetirementInvestmentTax(15);\r\n setReturnOnInvestment(7);\r\n setTotalAmountToConvert(10000);\r\n setResult(null);\r\n };\r\n\r\n return (\r\n
\r\n
\r\n
\r\n
\r\n <>\r\n
\r\n \r\n \r\n Roth Conversion Calculator\r\n {/* INSERT BELOW */}\r\n
\r\n {/* Current Age */}\r\n \r\n Current Age\r\n (\r\n \r\n Can not by higher than 72\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n setCurrentAge(parseInt(e.target.value))}\r\n />\r\n \r\n {/* Withdrawal Age */}\r\n \r\n Retirement (Withdrawal) Age\r\n (\r\n \r\n Your projected retirement age. When you plan to start taking withdrawals.\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n setWithdrawalAge(parseInt(e.target.value))}\r\n />\r\n \r\n {/* Current Marginal Tax */}\r\n \r\n Current Tax Rate (%)\r\n setCurrentMarginalTax(parseInt(e.target.value))}\r\n />\r\n \r\n {/* Marginal Tax At Retirement */}\r\n \r\n Projected Tax Rate at Retirement (%)\r\n (\r\n \r\n Your expected income tax rate at retirement. Or expected marginal tax rate at retirement.\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { floatValue } = values;\r\n setMarginalTaxAtRetirement(floatValue);\r\n }} \r\n />\r\n \r\n {/* Retirement Investment Tax */}\r\n \r\n Retirement Investment Tax Rate (%)\r\n (\r\n \r\n Your projected capital gains tax rate on investments by retirement.\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { floatValue } = values;\r\n setRetirementInvestmentTax(floatValue);\r\n }} \r\n />\r\n \r\n {/* Return on Investment */}\r\n \r\n Return on Investment (%)\r\n (\r\n \r\n The average annual return you expect your investments to make between now and your projected retirement date (withdrawal date). Many put the average return of the S&P 500, or the risk free rate if more conservative. Somewhere in between can work too. This all depends on your own personal investment style and risk tolerance.\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { floatValue } = values;\r\n setReturnOnInvestment(floatValue);\r\n }} \r\n />\r\n \r\n {/* Total Amount to Convert */}\r\n \r\n Total Amount to Convert ($)\r\n {\r\n const { floatValue } = values;\r\n setTotalAmountToConvert(floatValue);\r\n }}\r\n />\r\n \r\n \r\n \r\n {result && {result}}\r\n
\r\n {/* INSERT ABOVE */}\r\n \r\n
\r\n
\r\n
\r\n \r\n
\r\n
\r\n
\r\n \r\n \r\n Roth IRA Conversion\r\n

\r\n A Roth Conversion refers to the process of converting a Traditional IRA or other eligible retirement accounts into a Roth IRA. This is done by paying income taxes on the pre-tax dollars in the traditional retirement account that you're converting.\r\n

\r\n

\r\n The benefit of a Roth IRA is that it allows for tax-free growth and tax-free withdrawals in retirement, unlike Traditional IRAs which are tax-deferred - you pay taxes on your money when you withdraw in retirement.\r\n

\r\n

\r\n The calculator takes into account the following parameters to determine whether converting your Traditional IRA to a Roth IRA is beneficial:\r\n

\r\n
    \r\n
  • Total Amount to Convert: The total amount you want to convert.
  • \r\n
  • Current Marginal Tax Rate: Your current tax rate which you'll pay on the converted amount.
  • \r\n
  • Return on Investment (ROI): The average annual return you expect from your investments.
  • \r\n
  • Current Age: Your current age.
  • \r\n
  • Withdrawal Age: The age at which you plan to start withdrawing money from the retirement account.
  • \r\n
  • Marginal Tax at Retirement: Your expected tax rate at retirement age.
  • \r\n
\r\n

\r\n The calculator then determines the potential value of both your Roth IRA and Traditional IRA at retirement age and gives you a comparison, enabling you to make an informed decision.\r\n

\r\n

\r\n Assumptions: This calculator assumes any taxes due from the Roth IRA conversion are paid with funds not in the IRA account. Example, if $25,000 were the amount you were looking to convert, you would owe $6,000 in tax (The amount you convert multiplied by your current tax rate). The assumption is that you would pay this later when filing your tax returns or some other time, ultimately with funds not used in the conversion. As part of the evaluation, this tool then looks at how much that amount would earn based on your projected ROI, and subtracting taxes on amount greater than basis later at your projected Tax at retirement.\r\n

\r\n
\r\n
\r\n
\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default RothConversionCalculator;\r\n","import React, { useState } from 'react';\r\nimport { Form, OverlayTrigger, Tooltip, Button, Table, Tab, Card, Alert, InputGroup, DropdownButton, Dropdown } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\n// import Layout from './_layout.jsx';\r\n// import CoverCard from '.../_card.jsx';\r\n\r\n// import '@src/creations/tools/components/components.scss';\r\n\r\nconst RealFV = () => {\r\n const [PV, setPV] = useState(10000);\r\n const [n, setN] = useState(5);\r\n const [r, setR] = useState(7);\r\n const [P, setP] = useState(50);\r\n const [f, setF] = useState(12);\r\n const [π, setPi] = useState(3.5);\r\n const [result, setResult] = useState({});\r\n \r\n const calculate = () => {\r\n const m = n * f;\r\n const i = r / (f * 100);\r\n const πr = π / (f * 100);\r\n const rrr = ((1 + i) / (1 + πr)) - 1;\r\n const compPV = PV * (1 + i) ** m;\r\n const compP = P * ((((1 + i) ** m) - 1) / i);\r\n const compPVReal = PV * (1 + rrr) ** m;\r\n const compPReal = P * ((((1 + rrr) ** m) - 1) / rrr);\r\n const result1 = (P === 0 || P === '') ? compPV : compPV + compP;\r\n const result2 = (P === 0 || P === '') ? compPVReal : compPVReal + compPReal;\r\n\r\n const rateOne = ((1 + (r/100))/(1 + (π/100))) - 1;\r\n const newRate = rateOne * 100;\r\n \r\n setResult({\r\n withoutInflation: result1.toFixed(2),\r\n withInflation: result2.toFixed(2),\r\n inflationReturn: newRate.toFixed(3)\r\n });\r\n }\r\n\r\n \r\n const reset = () => {\r\n setPV(10000);\r\n setN(5);\r\n setR(7);\r\n setP(50);\r\n setF(12);\r\n setPi(3.5);\r\n setResult({});\r\n }\r\n \r\n return (\r\n <>\r\n Inflation Adjusted Investment Return Calculator\r\n
\r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Investment Amount\r\n {\r\n const { value } = values;\r\n setPV(parseFloat(value));\r\n }}\r\n />\r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Rate (%)\r\n {\r\n const { value } = values;\r\n setR(parseFloat(value));\r\n }}\r\n />\r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Time Period (years)\r\n {\r\n const { value } = values;\r\n setN(parseInt(value));\r\n }}\r\n />\r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Contributions\r\n {\r\n const { value } = values;\r\n setP(value === '' ? 0 : parseFloat(value));\r\n }}\r\n />\r\n \r\n
\r\n
\r\n \r\n
\r\n
\r\n \r\n Frequency\r\n \r\n \r\n setF(52)}>Weekly\r\n setF(26)}>Bi-weekly\r\n setF(12)}>Monthly\r\n setF(4)}>Quarterly\r\n setF(2)}>Semi-annually\r\n setF(1)}>Annually\r\n \r\n \r\n \r\n \r\n
\r\n
\r\n \r\n Expected Inflation rate (%)\r\n {\r\n const { value } = values;\r\n setPi(value === '' ? 0 : parseFloat(value));\r\n }}\r\n />\r\n \r\n
\r\n
\r\n \r\n \r\n {/* \r\n */}\r\n
\r\n \r\n {result.withoutInflation !== undefined && result.withInflation !== undefined && (\r\n \r\n invested today compounded with your target return of {r}% would give you after {n} years{' '} \r\n {π !== 0 ? (\r\n <>\r\n however, erosion of your buying power due to inflation adjusts this to in future dollars, with a Real Rate of Return of {result.inflationReturn}% after factoring in your expected future rise in prices.\r\n \r\n ) : (\r\n <>\r\n in the unlikely event you did not have inflation between now and that time.\r\n \r\n )}\r\n \r\n )}\r\n \r\n );\r\n}\r\n\r\nexport default RealFV;","import React, { useState } from 'react';\r\nimport { Form, OverlayTrigger, Tooltip, Button, SplitButton, Table, Tab, Card, Alert, InputGroup, DropdownButton, Dropdown } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\n\r\nconst RealPV = () => {\r\n const [FV, setFV] = useState(10000);\r\n const [n, setN] = useState(5);\r\n const [r, setR] = useState(7);\r\n const [P, setP] = useState(50);\r\n const [f, setF] = useState(12);\r\n const [cF, setCf] = useState(12); // contribution frequency\r\n const [π, setPi] = useState(3.5);\r\n const [result1, setResult1] = useState(null);\r\n const [result2, setResult2] = useState(null);\r\n const [realReturn, setRealReturn] = useState(null);\r\n const [showResults, setShowResults] = useState(false);\r\n\r\n\r\n const calculate = () => {\r\n const adjP = (P * cF) / f; // adjusted contribution\r\n const m = n * f;\r\n const i = r / 100 / f;\r\n const pr = parseFloat(Math.pow(1 + (π / 100), 1 / f).toFixed(8)) - 1;\r\n const rrr = ((1 + i) / (1 + pr)) - 1;\r\n const rateOne = ((1 + (r/100))/(1 + (π/100))) - 1;\r\n const newRate = rateOne * 100;\r\n \r\n const PVLumpSum1 = FV / Math.pow((1 + i), m);\r\n const PVLumpSum2 = FV / Math.pow((1 + rrr), m);\r\n \r\n if(adjP === 0) {\r\n setResult1(PVLumpSum1);\r\n setResult2(PVLumpSum2);\r\n setRealReturn(newRate);\r\n setShowResults(true);\r\n } else {\r\n const PVA1 = adjP * ((1 - Math.pow((1 + i), -m)) / i);\r\n const PVA2 = adjP * ((1 - Math.pow((1 + rrr), -m)) / rrr);\r\n const res1B = PVLumpSum1 - PVA1;\r\n const res2B = PVLumpSum2 - PVA2;\r\n setResult1(res1B);\r\n setResult2(res2B);\r\n setRealReturn(newRate);\r\n setShowResults(true);\r\n }\r\n };\r\n \r\n \r\n\r\n\r\n const reset = () => {\r\n setFV(10000);\r\n setN(5);\r\n setR(7);\r\n setP(50);\r\n setF(12);\r\n setCf(12); // reset contribution frequency\r\n setPi(3.5);\r\n setResult1(0);\r\n setResult2(0);\r\n setRealReturn(0);\r\n setShowResults(false);\r\n };\r\n\r\n const frequencyOptions = [\r\n { value: 52, text: 'Weekly' },\r\n { value: 26, text: 'Bi-weekly' },\r\n { value: 12, text: 'Monthly' },\r\n { value: 4, text: 'Quarterly' },\r\n { value: 2, text: 'Semi-annually' },\r\n { value: 1, text: 'Annually' },\r\n ];\r\n\r\n return (\r\n <>\r\n Investment Required for Future Target\r\n
\r\n
\r\n
\r\n \r\n Target Return ($)\r\n {\r\n setShowResults(false);\r\n const { value } = values;\r\n setFV(parseFloat(value));\r\n }}\r\n />\r\n \r\n
\r\n
\r\n \r\n Time Period (years)\r\n {\r\n setShowResults(false);\r\n const { value } = values;\r\n setN(parseInt(value));\r\n }}\r\n />\r\n \r\n
\r\n
\r\n
\r\n
\r\n \r\n Periodic Payment ($)\r\n {\r\n setShowResults(false);\r\n const { value } = values;\r\n setP(value === '' ? 0 : parseFloat(value));\r\n }}\r\n />\r\n \r\n
\r\n
\r\n \r\n Payment Frequency\r\n \r\n opt.value === cF)?.text || 'Monthly'}\r\n id=\"dropdown-cf\"\r\n >\r\n {frequencyOptions.map(({ value, text }) => (\r\n setCf(value)}>{text}\r\n ))}\r\n \r\n \r\n \r\n
\r\n
\r\n
\r\n
\r\n \r\n Return Rate (%)\r\n {\r\n setShowResults(false);\r\n const { value } = values;\r\n setR(parseFloat(value));\r\n }}\r\n />\r\n \r\n
\r\n
\r\n \r\n Compounding Frequency\r\n \r\n opt.value === f)?.text || 'Monthly'}\r\n id=\"dropdown-f\"\r\n >\r\n {frequencyOptions.map(({ value, text }) => (\r\n setF(value)}>{text}\r\n ))}\r\n \r\n \r\n \r\n
\r\n
\r\n \r\n Expected Inflation rate (%)\r\n {\r\n setShowResults(false);\r\n const { value } = values;\r\n setPi(value === '' ? 0 : parseFloat(value));\r\n }}\r\n />\r\n \r\n \r\n \r\n
{showResults && result1 !== null && result2 !== null ? (\r\n π === 0\r\n ? result1 < 0\r\n ? (\r\n \r\n Given your expectation of no inflation you would reach your target of in {n} years, with your monthly payments of and without the need for an initial investment\r\n \r\n )\r\n : (\r\n \r\n Given your expectation of no inflation in {n} years, then with your current rate of return you would need an initial investment of in addition to your payment(s)\r\n \r\n )\r\n : P > 0\r\n ? result1 === \"0.00\" && result2 === \"0.00\"\r\n ? (\r\n \r\n Given your expected inflation rate, return rate, and compounding frequency, desired future value, & planned contributions, you will meet or exceed your desired future target.\r\n \r\n )\r\n : (\r\n \r\n In order to reach your goal of in {n} years, you would need an initial investment of in addition to your payment(s) if just considering your required rate of return however, inflation erodes your required rate to the real rate of , which changes your required initial investment to in addition to your periodic payments over that same time period.\r\n \r\n )\r\n : (\r\n \r\n In order to reach your goal of in {n} years, you would need an initial investment of considering your required rate of return and no periodic payments however, inflation erodes your required rate to the real rate of , which changes your required investment to reach this goal to over that same time period.\r\n \r\n )\r\n ) : null\r\n }\r\n \r\n );\r\n};\r\n\r\nexport default RealPV;","import React, { useState } from 'react';\r\nimport { Form, OverlayTrigger, Tooltip, Button, Table, Tab, Tabs, Card, Alert } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\nimport RealFV from './inflation_returns/find_fv';\r\nimport RealPV from './inflation_returns/find_pv';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\n\r\nconst RealReturn = () => {\r\n \r\n return (\r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n How the Future Value of Investment with Inflation Calculator Works\r\n

\r\n The Investment Calculator allows users to determine the future value of an investment, taking into account contributions, the rate of return, the investment time period, compounding frequency, and inflation. It provides the total accumulated value at the end of the investment period, both with and without considering inflation.\r\n

\r\n

\r\n Individuals or businesses planning for future financial goals often need to estimate the growth of their investments, given certain assumptions. This could be for retirement planning, saving for a house, budgeting for a large expense, or any other future financial need. The Investment Calculator helps to calculate this value, demonstrating the power of compound interest and the impact of inflation.\r\n

\r\n

\r\n The Investment Calculator uses several key pieces of information:\r\n

\r\n
    \r\n
  • Investment Amount (PV)
  • \r\n
  • Contributions (C)
  • \r\n
  • Rate of Return (i)
  • \r\n
  • Time Period in years (t)
  • \r\n
  • Compound Frequency (n) - options include weekly, bi-weekly, monthly, quarterly, semi-annually, and annually
  • \r\n
  • Expected Inflation rate (π)
  • \r\n
\r\n

\r\n Using these inputs, the calculator computes the future value of the investment, both with and without accounting for inflation. This is done based on the compound interest formulas for future value of a single amount and an annuity. These formulas consider the present value, contributions, rate of return, compounding frequency, and the time period.\r\n

\r\n

\r\n The formulas used are:\r\n

\r\n

\r\n Future Value without Inflation:\r\n

\r\n
    \r\n
  • Compounding Frequency (n) = (t x y)
  • \r\n
  • Rate Frequency (r) = (i / f)
  • \r\n
  • Real Rate of Return (πR) = (1 + r)(1 + π) - 1
  • \r\n
\r\n
    \r\n
  • FV of Payments (FVP) = C x (1 + r)n-1r
  • \r\n
  • FV of Initial Investment (FVinv) = PV(1 + r)n
  • \r\n
  • FV of Target (FVend) = FVinv + FVP
  • \r\n
\r\n

\r\n Future Value with Inflation:\r\n

\r\n
    \r\n
  • FV of Payments (FVP) = C x (1 + r)n-1r
  • \r\n
  • FV of Initial Investment (FVinv) = PV(1 + πR)n
  • \r\n
  • FV of Target (FVend) = FVinv + FVP
  • \r\n
\r\n

Where:

\r\n
    \r\n
  • PV is the Present Value (Investment Amount)
  • \r\n
  • C is the Contributions
  • \r\n
  • i is the nominal interest rate
  • \r\n
  • πR is the real rate of return
  • \r\n
  • m is the total number of compounding periods
  • \r\n
\r\n

\r\n The nominal interest rate and the real rate of return are derived from the rate of return and the inflation rate, considering the compounding frequency.\r\n

\r\n

\r\n The impact of inflation on the investment is calculated by comparing the future value with and without inflation.\r\n

\r\n
\r\n \r\n How the Inflation-Adjusted Present Value Calculator Works\r\n

\r\n The Inflation-Adjusted Present Value Calculator allows users to understand the initial investment required to meet a certain future target, taking into account periodic contributions, the rate of return, the investment time period, compounding frequency, and inflation. It provides the necessary initial investment, both with and without considering inflation.\r\n

\r\n

\r\n Whether planning for retirement, saving for a major purchase, or calculating the cost of a future business investment, understanding the impact of inflation on the required initial investment is crucial. This calculator helps visualize this impact, demonstrating the difference between the nominal and the real rate of return.\r\n

\r\n

Assumptions: This calculator checks first to see if there is an input for monthly contributions. If so, the calculator uses the Present Value of an Annuity formula to solve for P

\r\n

PVA = P x 1-(1/(1+r)n)n

\r\n

\r\n The Inflation-Adjusted Present Value Calculator uses several key inputs:\r\n

\r\n
    \r\n
  • Target Return (FV)
  • \r\n
  • Periodic Payments (P)
  • \r\n
  • Expected Return Rate (r)
  • \r\n
  • Time Period in years (y)
  • \r\n
  • Interest Compounding Frequency (t)
  • \r\n
  • Payment Frequency (f)
  • \r\n
  • Expected Inflation rate (π)
  • \r\n
\r\n

\r\n Using these inputs, the calculator computes the initial investment required, both with and without accounting for inflation. It leverages compound interest and annuity formulas, taking into consideration the target return, periodic contributions, return rate, compounding frequency, and the time period.\r\n

\r\n

\r\n Some of the formulas used are:\r\n

\r\n

\r\n Present Value without Inflation:\r\n

\r\n
    \r\n
  • Compounding Frequency (n) = (t x y)
  • \r\n
  • Rate Frequency (r) = (i / f)
  • \r\n
  • Real Rate of Return (πR) = (1 + r)(1 + π) - 1
  • \r\n
\r\n
    \r\n
  • Present Value of Payments (PVpmt) = P x 1-(1/(1 + πR)n)n
  • \r\n
  • PV of Target (PVend) = (FVtarget - PVpmt)(1 + r)n
  • \r\n
\r\n

\r\n Present Value with Inflation:\r\n

\r\n
    \r\n
  • Present Value of Payments (PVpmt) = P x 1-(1/(1 + πR)n)n
  • \r\n
  • PV of Target (PVend) = (FVtarget - PVpmt)(1 + πR)n
  • \r\n
\r\n

Where:

\r\n
    \r\n
  • FV is the Target Return
  • \r\n
  • P is the Present Values of the contributions, with and without inflation, respectively
  • \r\n
  • i is the nominal interest rate
  • \r\n
  • πR is the real rate of return
  • \r\n
  • m is the total number of compounding periods
  • \r\n
\r\n

\r\n The nominal interest rate and the real rate of return are derived from the return rate and the inflation rate, considering the compounding frequency. The impact of inflation on the required initial investment is calculated by comparing the present value with and without inflation.\r\n

\r\n
\r\n \r\n
\r\n
\r\n\r\n \r\n Understanding Your Results\r\n

\r\n Initial Investment Required Without Factoring Inflation: This value is the amount of money you would need to invest today without factoring inflation to reach your investment goal in the specified period.\r\n

\r\n

\r\n Initial Investment Required With Inflation: This value is the amount of money you would need to invest today considering the expected inflation rate to reach your investment goal in the specified period.\r\n

\r\n
\r\n
\r\n
\r\n );\r\n}\r\n\r\nexport default RealReturn;","import React, { useState } from 'react';\r\nimport { Alert, Button, Card, Form, Collapse, OverlayTrigger, Tooltip, Dropdown } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst TaxEquivalentYield = () => {\r\n const [investmentYield, setInvestmentYield] = useState(4.25);\r\n const [federalTaxRate, setFederalTaxRate] = useState(28);\r\n const [stateLocalTaxRate, setStateLocalTaxRate] = useState(4.53);\r\n const [taxExempt, setTaxExempt] = useState('Federal Tax'); // set default to 'Federal Tax'\r\n const [result, setResult] = useState(0);\r\n\r\n const calculateYield = (e) => {\r\n e.preventDefault();\r\n \r\n // Form validation: all inputs and a radio option must be filled/selected\r\n if (investmentYield === 0 || federalTaxRate === 0 || stateLocalTaxRate === 0 || !taxExempt) {\r\n alert('Please fill out all fields');\r\n return;\r\n }\r\n \r\n let taxRate = 0;\r\n if (taxExempt === 'Federal Tax') {\r\n taxRate = federalTaxRate;\r\n } else if (taxExempt === 'State Tax') {\r\n taxRate = stateLocalTaxRate;\r\n } else {\r\n taxRate = federalTaxRate + stateLocalTaxRate;\r\n }\r\n \r\n const yieldResult = investmentYield / (1 - (taxRate / 100));\r\n setResult(yieldResult.toFixed(3));\r\n };\r\n\r\n const resetForm = () => {\r\n setInvestmentYield(0);\r\n setFederalTaxRate(0);\r\n setStateLocalTaxRate(0);\r\n setTaxExempt('');\r\n setResult(0);\r\n };\r\n\r\n return (\r\n \r\n \r\n \r\n {/* Insert Below */}\r\n Tax Equivalent Yield (TEY) Calculator\r\n
\r\n \r\n Investment Yield (%):\r\n {\r\n const { value } = values;\r\n setInvestmentYield(parseFloat(value));\r\n }}\r\n />\r\n \r\n\r\n \r\n Federal Marginal Tax Rate (%):\r\n {\r\n const { value } = values;\r\n setFederalTaxRate(parseFloat(value));\r\n }}\r\n />\r\n \r\n\r\n \r\n State/Local Marginal Tax Rate (%):\r\n {\r\n const { value } = values;\r\n setStateLocalTaxRate(parseFloat(value));\r\n }}\r\n />\r\n \r\n\r\n \r\n Tax Exempt:\r\n setTaxExempt(e.target.value)}\r\n />\r\n setTaxExempt(e.target.value)}\r\n />\r\n setTaxExempt(e.target.value)}\r\n />\r\n \r\n\r\n \r\n \r\n\r\n \r\n Tax Equivalent Yield: {result}%\r\n \r\n
\r\n
\r\n {/* Space Filler */}\r\n \r\n {/* Insert Below */}\r\n Tax Equivalent Yield Calculator\r\n

\r\n This calculator allows users to determine the tax equivalent yield given the investment yield, federal tax rate, and state/local tax rate.\r\n

\r\n

\r\n Tax Equivalent Yield (TEY) is a financial term that refers to the pretax yield that a taxable bond needs to possess for its yield to be equal to that of a tax-free municipal bond. It's used to make a fair comparison between the yield of a tax-free bond and that of a taxable bond to determine which one has a higher effective yield.\r\n

\r\n

\r\n The formula for Tax Equivalent Yield is:\r\n

\r\n
    \r\n
  • Tax Equivalent Yield (TEY) = Tax Free Yield / (1 - Tax Rate)
  • \r\n
\r\n

\r\n This TEY Calculator takes in the Investment Yield, Federal Marginal Tax Rate, and State/Local Marginal Tax Rate as inputs, and based on whether the tax exemption is Federal Tax, State Tax, or Both, calculates and displays the TEY as per the above formula. If the inputs are not filled out or no radio option is checked, an alert message is displayed. The result can be reset using the \"Reset\" button.\r\n

\r\n
\r\n \r\n
\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default TaxEquivalentYield;","import React, { useState } from 'react';\r\nimport { Button, Form, Card, Dropdown } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\n// import tombsnobles1 from '@src/images/tombsnobles1';\r\nimport GoBack from '@utils/go_back.jsx';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst BondYieldCalculator = () => {\r\n const [currentBondPrice, setCurrentBondPrice] = useState('');\r\n const [bondFaceValue, setBondFaceValue] = useState('');\r\n const [yearsToMaturity, setYearsToMaturity] = useState('');\r\n const [annualCouponRate, setAnnualCouponRate] = useState('');\r\n const [couponFrequency, setCouponFrequency] = useState('biAnnual');\r\n const [currentYield, setCurrentYield] = useState('');\r\n const [yieldToMaturity, setYieldToMaturity] = useState('');\r\n\r\n const calculateYield = () => {\r\n const price = parseFloat(currentBondPrice);\r\n const faceValue = parseFloat(bondFaceValue);\r\n const maturity = parseFloat(yearsToMaturity);\r\n const couponRate = parseFloat(annualCouponRate) / 100;\r\n\r\n // Calculate current yield\r\n const currentYieldCalc = (couponRate * faceValue) / price;\r\n setCurrentYield((currentYieldCalc * 100).toFixed(3));\r\n\r\n if (couponFrequency === 'zeroCoupon') {\r\n // Zero Coupon YTM\r\n const zeroCouponYTM = Math.pow(faceValue / price, 1 / maturity) - 1;\r\n setYieldToMaturity((zeroCouponYTM * 100).toFixed(3));\r\n\r\n // Set Current Yield to 0\r\n setCurrentYield('0.000');\r\n } else {\r\n // Calculate m and C\r\n const frequency = getCouponFrequencyMultiplier(couponFrequency);\r\n const m = maturity * frequency;\r\n const C = (faceValue * couponRate) / frequency;\r\n\r\n // Calculate YTM based on the coupon frequency\r\n let yieldToMaturityCalc;\r\n switch (frequency) {\r\n case 1: // Annual\r\n yieldToMaturityCalc =\r\n (C + (faceValue - price) / maturity) / ((faceValue + price) / 2);\r\n break;\r\n case 2: // Bi-Annual\r\n yieldToMaturityCalc =\r\n ((C + (faceValue - price) / m) / ((faceValue + price) / 2)) * 2;\r\n break;\r\n case 4: // Quarterly\r\n yieldToMaturityCalc =\r\n ((C + (faceValue - price) / m) / ((faceValue + price) / 2)) * 4;\r\n break;\r\n case 12: // Monthly\r\n yieldToMaturityCalc =\r\n ((C + (faceValue - price) / m) / ((faceValue + price) / 2)) * 12;\r\n break;\r\n default:\r\n yieldToMaturityCalc = 0;\r\n }\r\n\r\n setYieldToMaturity((yieldToMaturityCalc * 100).toFixed(3));\r\n }\r\n };\r\n\r\n const getCouponFrequencyMultiplier = (frequency) => {\r\n switch (frequency) {\r\n case 'monthly':\r\n return 12;\r\n case 'quarterly':\r\n return 4;\r\n case 'annual':\r\n return 1;\r\n case 'zeroCoupon':\r\n return 1;\r\n default:\r\n return 2; // Bi-Annual\r\n }\r\n };\r\n\r\n const resetForm = () => {\r\n setCurrentBondPrice('');\r\n setBondFaceValue('');\r\n setYearsToMaturity('');\r\n setAnnualCouponRate('');\r\n setCouponFrequency('biAnnual');\r\n setCurrentYield('');\r\n setYieldToMaturity('');\r\n };\r\n\r\n return (\r\n
\r\n \r\n
\r\n
\r\n <>\r\n
\r\n \r\n \r\n

Bond Yield Calculator

\r\n
\r\n \r\n Current Bond Trading Price ($)\r\n {\r\n const { value } = values;\r\n setCurrentBondPrice(value);\r\n }}\r\n thousandSeparator={true}\r\n prefix={'$'}\r\n />\r\n \r\n \r\n Bond Face Value/Par Value ($)\r\n {\r\n const { value } = values;\r\n setBondFaceValue(value);\r\n }}\r\n thousandSeparator={true}\r\n prefix={'$'}\r\n />\r\n \r\n \r\n Years to Maturity\r\n {\r\n const { value } = values;\r\n setYearsToMaturity(value);\r\n }}\r\n />\r\n \r\n \r\n Annual Coupon Rate (%)\r\n {\r\n const { value } = values;\r\n setAnnualCouponRate(value);\r\n }}\r\n />\r\n \r\n \r\n Coupon Frequency\r\n setCouponFrequency('monthly')}\r\n />\r\n setCouponFrequency('quarterly')}\r\n />\r\n setCouponFrequency('biAnnual')}\r\n />\r\n setCouponFrequency('annual')}\r\n />\r\n setCouponFrequency('zeroCoupon')}\r\n />\r\n \r\n \r\n \r\n \r\n Current Yield (%)\r\n \r\n \r\n \r\n Approximate Yield to Maturity (%)\r\n \r\n \r\n
\r\n \r\n
\r\n
\r\n
\r\n \r\n
\r\n
\r\n
\r\n \r\n \r\n Bond Yield\r\n

\r\n Bond Yield is a measure of the return an investor can expect to earn from a bond investment. It represents the annualized rate of return generated by a bond, taking into account its current price, face value, coupon rate, and time to maturity.\r\n

\r\n \r\n Current Yield\r\n

\r\n Current Yield is a measure of the annual interest income generated by a bond relative to its current market price. It is calculated by dividing the bond's annual coupon payment by its current price.\r\n

\r\n \r\n

\r\n The formula for calculating Current Yield is:\r\n
\r\n Current Yield = (Coupon Rate x Par Value) / Current Price\r\n

\r\n\r\n
\r\n \r\n
\r\n \r\n Yield to Maturity (YTM)\r\n

\r\n The yield to maturity (YTM) on a bond is its internal rate of return (IRR) or, the discount rate which makes the present value (PV) of all the bond’s future cash flows equal to its current market price.\r\n

\r\n \r\n

\r\n The below function is the approximated YTM. The true YTM is calculated with trial and error by entering rates that eventually set the calculated price to match the bond's actual current market price.\r\n

\r\n\r\n

\r\n Yield To Maturity (Approximate):\r\n
\r\n YTM = ((C + ((FV - PV) / n)) / 2) / ((FV + PV) / 2)\r\n

\r\n\r\n

\r\n where,\r\n

\r\n\r\n

\r\n C is the coupon payment\r\n

\r\n\r\n

\r\n FV is the face value of the bond\r\n

\r\n\r\n

\r\n PV is the current price of the bond\r\n

\r\n\r\n

\r\n n is the number of periods until maturity\r\n

\r\n\r\n

\r\n YTM is the Yield to Maturity\r\n

\r\n\r\n
\r\n \r\n
\r\n\r\n Current Yield\r\n

\r\n Current Yield is a measure of the annual interest income generated by a bond relative to its current market price. It is calculated by dividing the bond's annual coupon payment by its current price.\r\n

\r\n \r\n

\r\n For Zero Coupon bonds, the Yield to Maturity is calculated using the formula:\r\n
\r\n YTM = (FV / PV)^(1/n) - 1\r\n

\r\n\r\n
\r\n \r\n
\r\n
\r\n
\r\n
\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default BondYieldCalculator;\r\n","// MortgageLinks.jsx\r\nimport React from 'react';\r\nimport ReactDOM from 'react-dom';\r\nimport { BrowserRouter as Router, Switch, Route, Link } from \"react-router-dom\";\r\nimport { Accordion, Table, Card, CardGroup, ListGroup } from 'react-bootstrap';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst SubRoute = ({ match }) =>

{match.url}

\r\n\r\nconst NotFound = () => {\r\n return

404 Not Found

;\r\n}\r\n\r\nconst MortgageLinks = () => {\r\n return (\r\n \r\n \r\n \r\n Mortgage Calculators\r\n

Select a calculator from the list below:

\r\n \r\n Mortgage Calculator & Table\r\n Mortgage Payoff Calculator & Table\r\n Mortgage Monthly Payments Calculator\r\n Mortgage Cumulative Interest Calculator\r\n {/* Mortgage Cumulative Interest Calculator */}\r\n \r\n
\r\n
\r\n
\r\n )\r\n}\r\n\r\nexport default MortgageLinks;","import React, { useState } from 'react';\r\nimport { Form, OverlayTrigger, Tooltip, Button, Table, Card } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst MortgageCalculator = () => {\r\n const [homeValue, setHomeValue] = useState(500000);\r\n const [downPayment, setDownPayment] = useState(50000);\r\n const [interestRate, setInterestRate] = useState(4.5);\r\n const [termYears, setTermYears] = useState(20);\r\n const [schedule, setSchedule] = useState([]);\r\n const [totalInterestPaid, setTotalInterestPaid] = useState(0);\r\n const [totalPaid, setTotalPaid] = useState(0);\r\n const [monthlyPayment, setMonthlyPayment] = useState(0); // Add this line\r\n\r\n const resetFields = () => {\r\n setHomeValue(0);\r\n setDownPayment(0);\r\n setInterestRate(0);\r\n setTermYears(0);\r\n setTotalInterestPaid(0);\r\n setTotalPaid(0);\r\n setMonthlyPayment(0); // Add this line\r\n setSchedule([]);\r\n };\r\n\r\n const calculateSchedule = (e) => {\r\n e.preventDefault();\r\n const P = homeValue - downPayment;\r\n const i = (interestRate / 100) / 12;\r\n const n = termYears * 12;\r\n const M = P * (i * Math.pow((1 + i), n)) / (Math.pow((1 + i), n) - 1);\r\n\r\n let schedule = [];\r\n let remainingBalance = P;\r\n let totalInterestPaid = 0;\r\n \r\n for (let period = 1; period <= n; period++) {\r\n let interestPayment = remainingBalance * i;\r\n let principalPayment = M - interestPayment;\r\n remainingBalance -= principalPayment;\r\n totalInterestPaid += interestPayment;\r\n \r\n schedule.push({\r\n period: period,\r\n beginningBalance: remainingBalance + principalPayment, // Calculate beginning balance based on remaining balance and principal payment\r\n payment: M,\r\n interestPayment: interestPayment,\r\n principalPayment: principalPayment,\r\n endingBalance: remainingBalance\r\n });\r\n \r\n if (remainingBalance <= 0) {\r\n break;\r\n }\r\n }\r\n let totalPaid = totalInterestPaid + P;\r\n \r\n setMonthlyPayment(M); // Add this line\r\n setSchedule(schedule);\r\n setTotalInterestPaid(totalInterestPaid);\r\n setTotalPaid(totalPaid);\r\n };\r\n\r\n return (\r\n \r\n \r\n \r\n Mortgage Calculator\r\n
\r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Home Value:\r\n {\r\n const { floatValue } = values;\r\n setHomeValue(floatValue);\r\n }} \r\n />\r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Down Payment:\r\n {\r\n const { floatValue } = values;\r\n setDownPayment(floatValue);\r\n }} \r\n />\r\n \r\n
\r\n
\r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Interest Rate:\r\n (\r\n \r\n Your expected or offered mortgage interest rate\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { floatValue } = values;\r\n setInterestRate(floatValue);\r\n }} \r\n />\r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Term (Years):\r\n {\r\n const { floatValue } = values;\r\n setTermYears(floatValue);\r\n }} \r\n />\r\n \r\n
\r\n
\r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Monthly Payment:\r\n \r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Total Interest Paid:\r\n \r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Total Paid (Principal + Interest)\r\n \r\n \r\n
\r\n
\r\n\r\n \r\n \r\n
\r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n {schedule.map((item, index) =>\r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n )}\r\n \r\n
Period (Months)Beginning BalancePaymentInterest PaymentPrincipal PaymentEnding Balance
{item.period}${Number(item.beginningBalance.toFixed(2)).toLocaleString()}${Number(item.payment.toFixed(2)).toLocaleString()}${Number(item.interestPayment.toFixed(2)).toLocaleString()}${Number(item.principalPayment.toFixed(2)).toLocaleString()}${Number(item.endingBalance.toFixed(2)).toLocaleString()}
\r\n
\r\n {/* Space Filler */}\r\n \r\n {/* Insert Below */}\r\n How The Mortgage Calculator Works\r\n

\r\n This calculator allows users to understand the monthly repayment and the breakdown of the payments of a fixed-rate mortgage loan. It provides a detailed repayment schedule over the course of the loan term.\r\n

\r\n

\r\n A mortgage is a loan that is used to finance the purchase of property or real estate. The borrower is obligated to make a predetermined set of payments to repay the loan over a set term. A portion of each payment goes towards the loan principal, and the remainder is used to pay interest accrued on the loan. Over time, the interest portion decreases, and the principal portion increases.\r\n

\r\n

\r\n The formula for calculating the monthly payment (M) is:\r\n

\r\n
    \r\n
  • M = P * (i * (1 + i) ^ n) / ((1 + i) ^ n - 1)
  • \r\n
\r\n

Where:

\r\n
    \r\n
  • P is the Principal loan amount
  • \r\n
  • i is the monthly interest rate (annual rate divided by 12)
  • \r\n
  • n is the number of payments (months)
  • \r\n
\r\n

\r\n For every period (month) during the term of the loan, the mortgage payment is divided into two parts: principal and interest. The following calculations are made for each period:\r\n

\r\n

\r\n Interest Payment: The interest payment for a particular period is calculated as the remaining balance at the start of the period multiplied by the monthly interest rate.\r\n

\r\n
    \r\n
  • Interest Payment = Remaining Balance * i
  • \r\n
\r\n

\r\n Principal Payment: The principal payment is calculated as the total monthly payment minus the interest payment for that period.\r\n

\r\n
    \r\n
  • Principal Payment = M - Interest Payment
  • \r\n
\r\n

\r\n Ending Balance: The ending balance for a particular period is calculated as the remaining balance at the start of the period minus the principal payment for that period.\r\n

\r\n
    \r\n
  • Ending Balance = Remaining Balance - Principal Payment
  • \r\n
\r\n

\r\n For the following period, the beginning balance will be the ending balance of the previous period, and the same set of calculations are performed until the term of the loan is complete. This gives a detailed schedule of how the total mortgage payment is divided into principal and interest payments, and how the loan balance decreases over time.\r\n

\r\n

\r\n This Mortgage Calculator takes the Home Value, Down Payment, Interest Rate, and Term (Years) as inputs, and calculates the monthly repayment amount based on the above formula. It also generates a repayment schedule, detailing each payment, principal payment, interest payment, and the balance for each period. The user can reset all fields using the \"Reset\" button.\r\n

\r\n
\r\n \r\n
\r\n\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default MortgageCalculator;","import React, { useState } from 'react';\r\nimport { Form, OverlayTrigger, Tooltip, Button, Table, Card } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst MortgagePayOff = () => {\r\n const [originalLoanAmount, setOriginalLoanAmount] = useState('500,000');\r\n const [originalTerm, setOriginalTerm] = useState('20');\r\n const [interestRate, setInterestRate] = useState('4.5');\r\n const [remainingBalance, setRemainingBalance] = useState('325,000');\r\n const [remainingLength, setRemainingLength] = useState('10');\r\n const [additionalMonthlyPayment, setAdditionalMonthlyPayment] = useState('0');\r\n const [desiredPayoffTime, setDesiredPayoffTime] = useState('0');\r\n const [monthlyPayment, setMonthlyPayment] = useState('0');\r\n const [requiredTotalMonthlyPayment, setRequiredTotalMonthlyPayment] = useState('0');\r\n const [totalInterestPaidTerm, setTotalInterestPaidTerm] = useState('0');\r\n const [totalInterestPaidAdditional, setTotalInterestPaidAdditional] = useState('0');\r\n const [currentEstimatedTime, setCurrentEstimatedTime] = useState('0');\r\n const [totalInterestPaidDesiredTime, setTotalInterestPaidDesiredTime] = useState('0');\r\n const [amortizationTable, setAmortizationTable] = useState([]);\r\n\r\n const calculateAmortizationTable = (e) => {\r\n e.preventDefault();\r\n\r\n const loanAmountNum = parseFloat(originalLoanAmount.replace(/[^0-9.-]+/g, ''));\r\n const termNum = parseFloat(originalTerm);\r\n const interestRateNum = parseFloat(interestRate) / 100;\r\n const remainingBalanceNum = parseFloat(remainingBalance.replace(/[^0-9.-]+/g, ''));\r\n const remainingLengthNum = parseFloat(remainingLength);\r\n const additionalMonthlyPaymentNum = parseFloat(additionalMonthlyPayment.replace(/[^0-9.-]+/g, ''));\r\n const desiredPayoffTimeNum = parseFloat(desiredPayoffTime);\r\n\r\n // Calculate Fixed Monthly Payment\r\n const monthlyInterestRateNum = interestRateNum / 12;\r\n const numberOfPaymentsNum = termNum * 12;\r\n const monthlyPaymentNum =\r\n (loanAmountNum *\r\n (monthlyInterestRateNum * Math.pow(1 + monthlyInterestRateNum, numberOfPaymentsNum))) /\r\n (Math.pow(1 + monthlyInterestRateNum, numberOfPaymentsNum) - 1);\r\n setMonthlyPayment(monthlyPaymentNum.toFixed(2));\r\n\r\n // Calculate Required Total Monthly Payment to Payoff by Desired Time\r\n const remainingPayments = remainingLengthNum * 12;\r\n const requiredTotalMonthlyPaymentNum =\r\n (remainingBalanceNum * monthlyInterestRateNum) /\r\n (1 - Math.pow(1 + monthlyInterestRateNum, -remainingPayments));\r\n setRequiredTotalMonthlyPayment(requiredTotalMonthlyPaymentNum.toFixed(2));\r\n\r\n // Calculate Total Interest Paid if Held Entire Term\r\n const totalInterestPaidTermNum = monthlyPaymentNum * numberOfPaymentsNum - loanAmountNum;\r\n setTotalInterestPaidTerm(totalInterestPaidTermNum.toFixed(2));\r\n\r\n // Calculate Total Interest Paid with Additional Payments\r\n if (additionalMonthlyPaymentNum > 0) {\r\n let remainingBalanceNum = parseFloat(remainingBalance.replace(/[^0-9.-]+/g, ''));\r\n let totalInterestPaidAdditionalNum = 0;\r\n let newMonthlyPayment = monthlyPaymentNum + additionalMonthlyPaymentNum;\r\n let month = 0;\r\n \r\n while (remainingBalanceNum > 0) {\r\n // Calculate interest for the current month\r\n let interestCurrent = remainingBalanceNum * (interestRateNum / 12);\r\n totalInterestPaidAdditionalNum += interestCurrent;\r\n \r\n // Calculate the principal portion of the monthly payment\r\n let principal = newMonthlyPayment - interestCurrent;\r\n \r\n // Ensure last payment isn't more than remaining balance\r\n if (remainingBalanceNum < newMonthlyPayment) {\r\n principal = remainingBalanceNum - (remainingBalanceNum * (interestRateNum / 12));\r\n newMonthlyPayment = principal + (remainingBalanceNum * (interestRateNum / 12));\r\n }\r\n \r\n // Update the remaining balance for the next month\r\n remainingBalanceNum -= principal;\r\n \r\n month++;\r\n \r\n // Break the loop if the remaining balance becomes zero or negative\r\n if (remainingBalanceNum <= 0) {\r\n break;\r\n }\r\n }\r\n \r\n setTotalInterestPaidAdditional(totalInterestPaidAdditionalNum.toFixed(2));\r\n } else {\r\n setTotalInterestPaidAdditional('');\r\n }\r\n\r\n\r\n // Calculate Total Interest Paid with Desired Payoff Time\r\n if (desiredPayoffTimeNum > 0) {\r\n let remainingBalanceNum = parseFloat(remainingBalance.replace(/[^0-9.-]+/g, ''));\r\n let totalInterestPaidDesiredTimeNum = 0;\r\n\r\n // Calculate the monthly payment needed to payoff in the desired time\r\n let desiredMonthlyPaymentNum =\r\n (remainingBalanceNum * monthlyInterestRateNum) /\r\n (1 - Math.pow(1 + monthlyInterestRateNum, -desiredPayoffTimeNum * 12));\r\n\r\n for (let i = 0; i < desiredPayoffTimeNum * 12; i++) {\r\n // Calculate interest for the current month\r\n let interestCurrent = remainingBalanceNum * (interestRateNum / 12);\r\n totalInterestPaidDesiredTimeNum += interestCurrent;\r\n\r\n // Calculate the principal portion of the monthly payment\r\n let principal = desiredMonthlyPaymentNum - interestCurrent;\r\n\r\n // Ensure last payment isn't more than remaining balance\r\n if (remainingBalanceNum - principal < 0) {\r\n principal = remainingBalanceNum;\r\n desiredMonthlyPaymentNum = principal + interestCurrent;\r\n }\r\n\r\n // Update the remaining balance for the next month\r\n remainingBalanceNum -= principal;\r\n\r\n // Break the loop if the remaining balance becomes zero or negative\r\n if (remainingBalanceNum <= 0) {\r\n break;\r\n }\r\n }\r\n\r\n setTotalInterestPaidDesiredTime(totalInterestPaidDesiredTimeNum.toFixed(2));\r\n } else {\r\n setTotalInterestPaidDesiredTime('');\r\n }\r\n\r\n\r\n // Calculate Current Estimated Time Until Paid off with Additional Payments\r\n let estimatedTime = 0;\r\n let remainingBalanceEstimation = remainingBalanceNum;\r\n let totalInterestEstimation = 0;\r\n while (remainingBalanceEstimation > 0) {\r\n const interestPayment = remainingBalanceEstimation * monthlyInterestRateNum;\r\n const principalPayment = monthlyPaymentNum + additionalMonthlyPaymentNum - interestPayment;\r\n remainingBalanceEstimation -= principalPayment;\r\n totalInterestEstimation += interestPayment;\r\n estimatedTime++;\r\n }\r\n setCurrentEstimatedTime(estimatedTime);\r\n\r\n \r\n // Generate Amortization Table\r\n let amortizationTableData = [];\r\n let currentBalance = remainingBalanceNum;\r\n for (let period = 1; period <= numberOfPaymentsNum; period++) {\r\n const interestPayment = currentBalance * monthlyInterestRateNum;\r\n const principalPayment = monthlyPaymentNum + additionalMonthlyPaymentNum - interestPayment;\r\n const endingBalance = currentBalance - principalPayment;\r\n\r\n const rowData = {\r\n period: period,\r\n beginningBalance: currentBalance.toFixed(2),\r\n payment: (monthlyPaymentNum + additionalMonthlyPaymentNum).toFixed(2),\r\n interestPayment: interestPayment.toFixed(2),\r\n principalPayment: principalPayment.toFixed(2),\r\n endingBalance: endingBalance.toFixed(2),\r\n };\r\n\r\n amortizationTableData.push(rowData);\r\n\r\n currentBalance = endingBalance;\r\n if (endingBalance <= 0) break;\r\n }\r\n\r\n setAmortizationTable(amortizationTableData);\r\n };\r\n\r\n const resetCalculator = () => {\r\n setOriginalLoanAmount('500,000');\r\n setOriginalTerm('20');\r\n setInterestRate('4.5');\r\n setRemainingBalance('325,000');\r\n setRemainingLength('10');\r\n setAdditionalMonthlyPayment('0');\r\n setDesiredPayoffTime('0');\r\n setMonthlyPayment('0');\r\n setRequiredTotalMonthlyPayment('0');\r\n setTotalInterestPaidTerm('0');\r\n setTotalInterestPaidAdditional('0');\r\n setCurrentEstimatedTime('0');\r\n setTotalInterestPaidDesiredTime('0');\r\n setAmortizationTable([]);\r\n };\r\n\r\n return (\r\n \r\n \r\n \r\n Mortgage Payoff Calculator\r\n\r\n
\r\n
\r\n
\r\n \r\n Total Loan Amount:\r\n The initial loan amount you borrowed.}\r\n >\r\n \r\n \r\n \r\n setOriginalLoanAmount(value)}\r\n />\r\n \r\n
\r\n\r\n
\r\n \r\n Term:\r\n The initial term (in years) of the loan.}\r\n >\r\n \r\n \r\n \r\n setOriginalTerm(e.target.value)}\r\n />\r\n \r\n
\r\n\r\n
\r\n \r\n Rate:\r\n Your expected or offered mortgage interest rate.}\r\n >\r\n \r\n \r\n setInterestRate(value)}\r\n />\r\n \r\n
\r\n
\r\n\r\n
\r\n
\r\n \r\n Remaining Balance:\r\n The current remaining balance of the loan.}\r\n >\r\n \r\n \r\n \r\n setRemainingBalance(value)}\r\n />\r\n \r\n
\r\n\r\n
\r\n \r\n Remaining Time (years):\r\n The Remaining Term Length (in years) of the loan left.}\r\n >\r\n \r\n \r\n \r\n setRemainingLength(e.target.value)}\r\n />\r\n \r\n
\r\n
\r\n\r\n
\r\n
\r\n \r\n Additional Monthly Payments:\r\n The additional amount you can pay each month to pay the mortgage faster.}\r\n >\r\n \r\n \r\n \r\n setAdditionalMonthlyPayment(value)}\r\n />\r\n \r\n
\r\n\r\n
\r\n \r\n Desired Payoff Time (in years):\r\n The desired time (in years) in which you want to pay off the loan.}\r\n >\r\n \r\n \r\n \r\n setDesiredPayoffTime(e.target.value)}\r\n />\r\n \r\n
\r\n
\r\n\r\n
\r\n
\r\n \r\n Fixed Monthly Payment:\r\n The fixed monthly payment amount based on the loan details.}\r\n >\r\n \r\n \r\n \r\n \r\n \r\n
\r\n\r\n
\r\n \r\n Required PMT for target:\r\n The required total monthly payment to pay off the loan by the desired payoff time frame.}\r\n >\r\n \r\n \r\n \r\n \r\n \r\n
\r\n
\r\n\r\n
\r\n
\r\n \r\n Total Interest:\r\n The total interest paid if the loan is held for the entire mortgage period, start to finish}\r\n >\r\n \r\n \r\n \r\n \r\n \r\n
\r\n
\r\n \r\n Interest with Additional PMT:\r\n The total interest paid if additional monthly payments are made.}\r\n >\r\n \r\n \r\n \r\n \r\n \r\n
\r\n
\r\n\r\n
\r\n
\r\n \r\n Est. Payoff Time:\r\n The estimated time it would take to pay off the loan with additional monthly payments.}\r\n >\r\n \r\n \r\n \r\n \r\n \r\n
\r\n\r\n
\r\n \r\n Total Int Paid if Paid by Desired Time:\r\n The total interest paid if the loan is paid off by the desired payoff time. If no value is entered in the \"Desired Payoff Time\" field then the formula returns 0.}\r\n >\r\n \r\n \r\n \r\n \r\n \r\n
\r\n
\r\n\r\n \r\n \r\n
\r\n\r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n {amortizationTable.map((row) => (\r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n ))}\r\n \r\n
Period (Months)Remaining BalancePaymentInterest PaymentPrincipal PaymentEnding Balance
{row.period}{'$' + Number(row.beginningBalance).toLocaleString()}{'$' + Number(row.payment).toLocaleString()}{'$' + Number(row.interestPayment).toLocaleString()}{'$' + Number(row.principalPayment).toLocaleString()}{'$' + Number(row.endingBalance).toLocaleString()}
\r\n
\r\n \r\n How The Mortgage Payoff Calculator Works\r\n

\r\n This Mortgage Payoff Calculator provides the users with a detailed estimation and breakdown of the cost to pay off their mortgage loan. It calculates the monthly payment, total interest paid over the entire term, the total interest paid with additional payments, the total interest paid if the mortgage is paid off in a desired time, and generates an amortization table to show how each payment affects the mortgage balance.\r\n

\r\n

\r\n A mortgage is a loan typically offered by a bank or a financial institution to help individuals or businesses purchase real estate property when they cannot afford the entire price upfront. The borrower must then repay the loan, along with interest, over a predetermined period (the loan term). This is usually done through monthly payments. \r\n

\r\n

\r\n When a person pays more than their minimum monthly mortgage payment, the excess is usually applied directly to the principal balance. This reduces the remaining balance and the interest accrued on it, allowing for faster repayment of the loan and a decrease in the total amount of interest paid.\r\n

\r\n

\r\n The Mortgage Payoff Calculator uses several key pieces of information:\r\n

\r\n
    \r\n
  • Original loan amount
  • \r\n
  • Original term (length of the loan)
  • \r\n
  • Interest rate
  • \r\n
  • Remaining balance
  • \r\n
  • Remaining length of the loan
  • \r\n
  • Additional monthly payment (if any)
  • \r\n
  • Desired payoff time (if applicable)
  • \r\n
\r\n

\r\n Using these inputs, it calculates various aspects of the mortgage. The fixed monthly payment is calculated first, followed by the total monthly payment required to pay off the mortgage by a certain desired time (if entered). The calculator then estimates the total interest paid if the loan is held for its entire term, and the total interest paid if additional monthly payments are made.\r\n

\r\n

\r\n The calculator also determines the total interest paid if the mortgage is paid off in a desired time (if entered) and estimates the time it would take to pay off the mortgage with additional monthly payments.\r\n

\r\n

\r\n Lastly, the calculator generates an amortization table, which is a detailed breakdown of each payment for the remaining term of the loan. This table includes the remaining balance at the beginning of each period, the total monthly payment, the interest payment, the principal payment, and the remaining balance at the end of the period.\r\n

\r\n

\r\n The formula for calculating the total monthly payment to payoff the mortgage by the desired time (R) is:\r\n

\r\n
    \r\n
  • R = B * (i / (1 - (1 + i) ^ -n))
  • \r\n
\r\n

Where:

\r\n
    \r\n
  • B is the remaining balance
  • \r\n
  • i is the monthly interest rate (annual rate divided by 12)
  • \r\n
  • n is the remaining number of payments (months)
  • \r\n
\r\n\r\n

\r\n The formula for calculating the total interest paid if the mortgage is held for its entire term (I) is:\r\n

\r\n
    \r\n
  • I = M * n - P
  • \r\n
\r\n

Where:

\r\n
    \r\n
  • M is the monthly payment
  • \r\n
  • n is the total number of payments (months)
  • \r\n
  • P is the Principal loan amount
  • \r\n
\r\n\r\n

\r\n The formula for calculating the interest for the current month while computing total interest paid with additional payments (Ic) is:\r\n

\r\n
    \r\n
  • Ic = B * (i / 12)
  • \r\n
\r\n

Where:

\r\n
    \r\n
  • B is the remaining balance
  • \r\n
  • i is the annual interest rate
  • \r\n
\r\n\r\n

\r\n The formula for calculating the principal portion of the monthly payment (Pc) is:\r\n

\r\n
    \r\n
  • Pc = M + A - Ic
  • \r\n
\r\n

Where:

\r\n
    \r\n
  • M is the original monthly payment
  • \r\n
  • A is the additional monthly payment
  • \r\n
  • Ic is the interest for the current month
  • \r\n
\r\n
\r\n \r\n
\r\n
\r\n
\r\n
\r\n );\r\n}; \r\n\r\nexport default MortgagePayOff;","import React, { useState } from 'react';\r\nimport { Form, OverlayTrigger, Tooltip, Button, Table, Card, Alert } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst MortgageMoPayments = () => {\r\n const [showAlert, setShowAlert] = useState(false);\r\n const [homeValue, setHomeValue] = useState(400000);\r\n const [interestRate, setInterestRate] = useState(4.5);\r\n const [termYears, setTermYears] = useState(20);\r\n const [monthlyPayment, setMonthlyPayment] = useState(0);\r\n\r\n const calculatePayment = (e) => {\r\n e.preventDefault();\r\n\r\n const P = homeValue;\r\n const i = (interestRate / 100) / 12;\r\n const n = termYears * 12;\r\n const M = P * (i * Math.pow((1 + i), n)) / (Math.pow((1 + i), n) - 1);\r\n\r\n setMonthlyPayment(M);\r\n setShowAlert(true);\r\n }\r\n\r\n const resetFields = () => {\r\n setHomeValue(400000);\r\n setInterestRate(4.5);\r\n setTermYears(20);\r\n setMonthlyPayment(0);\r\n setShowAlert(false);\r\n }\r\n\r\n return (\r\n \r\n \r\n \r\n {/* Insert Below */}\r\n Mortgage Monthly Payments Calculator\r\n
\r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Home Value:\r\n {\r\n const { floatValue } = values;\r\n setHomeValue(floatValue);\r\n }} \r\n />\r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Interest Rate:\r\n (\r\n \r\n Your expected or offered mortgage interest rate\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { floatValue } = values;\r\n setInterestRate(floatValue);\r\n }} \r\n />\r\n \r\n\r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Term (Years):\r\n {\r\n const { floatValue } = values;\r\n setTermYears(floatValue);\r\n }} \r\n />\r\n \r\n
\r\n
\r\n \r\n \r\n {showAlert && (\r\n \r\n Your monthly loan payments for this mortgage will be \r\n \r\n )}\r\n
\r\n
\r\n {/* Space Filler */}\r\n \r\n {/* Insert Below */}\r\n How The Mortgage Payment Calculator Works\r\n

\r\n This calculator allows users to understand the monthly repayment and the breakdown of the payments of a fixed-rate mortgage loan. It provides a detailed repayment schedule over the course of the loan term.\r\n

\r\n

\r\n A mortgage is a loan that is used to finance the purchase of property or real estate. The borrower is obligated to make a predetermined set of payments to repay the loan over a set term. A portion of each payment goes towards the loan principal, and the remainder is used to pay interest accrued on the loan. Over time, the interest portion decreases, and the principal portion increases.\r\n

\r\n

\r\n The formula for calculating the monthly payment (M) is:\r\n

\r\n
    \r\n
  • M = P * (i * (1 + i) ^ n) / ((1 + i) ^ n - 1)
  • \r\n
\r\n

Where:

\r\n
    \r\n
  • P is the Principal loan amount
  • \r\n
  • i is the monthly interest rate (annual rate divided by 12)
  • \r\n
  • n is the number of payments (months)
  • \r\n
\r\n

\r\n This Mortgage Calculator takes the Home Value, Down Payment, Interest Rate, and Term (Years) as inputs, and calculates the monthly repayment amount based on the above formula. The user can reset all fields using the \"Reset\" button.\r\n

\r\n
\r\n \r\n
\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default MortgageMoPayments;","import React, { useState } from 'react';\r\nimport { Form, OverlayTrigger, Tooltip, Button, Table, Card, Alert } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst MortgageTotalInterest = () => {\r\n const [showAlert, setShowAlert] = useState(false);\r\n const [homeValue, setHomeValue] = useState(400000);\r\n const [interestRate, setInterestRate] = useState(4.5);\r\n const [termYears, setTermYears] = useState(20);\r\n const [schedule, setSchedule] = useState([]);\r\n const [totalInterestPaid, setTotalInterestPaid] = useState(0);\r\n const [monthlyPayment, setMonthlyPayment] = useState(0);\r\n const [totalPaid, setTotalPaid] = useState(0);\r\n\r\n const calculatePayment = (e) => {\r\n e.preventDefault();\r\n\r\n const P = homeValue;\r\n const i = (interestRate / 100) / 12;\r\n const n = termYears * 12;\r\n const M = P * (i * Math.pow((1 + i), n)) / (Math.pow((1 + i), n) - 1);\r\n\r\n let schedule = [];\r\n let remainingBalance = P;\r\n let totalInterestPaid = 0;\r\n \r\n for (let period = 1; period <= n; period++) {\r\n let interestPayment = remainingBalance * i;\r\n let principalPayment = M - interestPayment;\r\n remainingBalance -= principalPayment;\r\n totalInterestPaid += interestPayment;\r\n \r\n schedule.push({\r\n period: period,\r\n beginningBalance: remainingBalance + principalPayment, // Calculate beginning balance based on remaining balance and principal payment\r\n payment: M,\r\n interestPayment: interestPayment,\r\n principalPayment: principalPayment,\r\n endingBalance: remainingBalance\r\n });\r\n \r\n if (remainingBalance <= 0) {\r\n break;\r\n }\r\n }\r\n let totalPaid = totalInterestPaid + P;\r\n\r\n setMonthlyPayment(M);\r\n setSchedule(schedule);\r\n setTotalInterestPaid(totalInterestPaid);\r\n setTotalPaid(totalPaid);\r\n setShowAlert(true);\r\n }\r\n\r\n const resetFields = () => {\r\n setHomeValue(400000);\r\n setInterestRate(4.5);\r\n setTermYears(20);\r\n setMonthlyPayment(0);\r\n setTotalInterestPaid(0);\r\n setTotalPaid(0);\r\n setSchedule([]);\r\n setShowAlert(false);\r\n }\r\n\r\n return (\r\n \r\n \r\n \r\n {/* Insert Below */}\r\n Mortgage Cumulative Interest Calculator\r\n
\r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Home Value:\r\n {\r\n const { floatValue } = values;\r\n setHomeValue(floatValue);\r\n }} \r\n />\r\n \r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Interest Rate:\r\n (\r\n \r\n Your expected or offered mortgage interest rate\r\n \r\n )}\r\n >\r\n \r\n \r\n \r\n {\r\n const { floatValue } = values;\r\n setInterestRate(floatValue);\r\n }} \r\n />\r\n \r\n\r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Term (Years):\r\n {\r\n const { floatValue } = values;\r\n setTermYears(floatValue);\r\n }} \r\n />\r\n \r\n
\r\n
\r\n \r\n \r\n {showAlert && (\r\n \r\n If just making the minimum payment through the entire life of the loan, the total interest you would pay is for a grand total of with Principle and Interest.\r\n \r\n )}\r\n
\r\n
\r\n {/* Space Filler */}\r\n \r\n {/* Insert Below */}\r\n How The Mortgage Interest Calculator Works\r\n

\r\n This calculator allows users to understand the monthly repayment and the breakdown of the payments of a fixed-rate mortgage loan. It provides a detailed repayment schedule over the course of the loan term.\r\n

\r\n

\r\n A mortgage is a loan that is used to finance the purchase of property or real estate. The borrower is obligated to make a predetermined set of payments to repay the loan over a set term. A portion of each payment goes towards the loan principal, and the remainder is used to pay interest accrued on the loan. Over time, the interest portion decreases, and the principal portion increases.\r\n

\r\n

\r\n The formula for calculating the monthly payment (M) is:\r\n

\r\n
    \r\n
  • M = P * (i * (1 + i) ^ n) / ((1 + i) ^ n - 1)
  • \r\n
\r\n

Where:

\r\n
    \r\n
  • P is the Principal loan amount
  • \r\n
  • i is the monthly interest rate (annual rate divided by 12)
  • \r\n
  • n is the number of payments (months)
  • \r\n
\r\n

\r\n The formula for calculating the Total Interest Paid is:\r\n

\r\n
    \r\n
  • ΣInterest = (M x n) - P
  • \r\n
\r\n

Where:

\r\n
    \r\n
  • M is the monthly payment
  • \r\n
  • n is the number of payments (months)
  • \r\n
  • P is the principal
  • \r\n
\r\n

\r\n This Mortgage Calculator takes the Home Value, Interest Rate, and Term (Years) as inputs, and calculates total interest paid over the life of a mortgage loan. The user can reset all fields using the \"Reset\" button.\r\n

\r\n
\r\n \r\n
\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default MortgageTotalInterest;","// SavingsLinks.jsx\r\nimport React from 'react';\r\nimport ReactDOM from 'react-dom';\r\nimport { BrowserRouter as Router, Switch, Route, Link } from \"react-router-dom\";\r\nimport { Accordion, Table, Card, CardGroup, ListGroup } from 'react-bootstrap';\r\nimport GoBack from '@utils/go_back.jsx';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst SubRoute = ({ match }) =>

{match.url}

\r\n\r\nconst NotFound = () => {\r\n return

404 Not Found

;\r\n}\r\n\r\nconst SavingsLinks = () => {\r\n return (\r\n \r\n \r\n \r\n Savings & Interest Calculators\r\n

Select a calculator from the list below:

\r\n \r\n APR to APY Calculator\r\n APY to APR Calculator\r\n Number of Periods Calculator\r\n Savings Calculator\r\n {/* Name Here */}\r\n \r\n
\r\n
\r\n
\r\n )\r\n}\r\n\r\nexport default SavingsLinks;","import React, { useState } from 'react';\r\nimport { Alert, Button, Card, Form, Collapse, OverlayTrigger, Tooltip, Dropdown } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\nimport GoBack from '@utils/go_back.jsx';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst APYCalculator = () => {\r\n const [interestRate, setInterestRate] = useState(3.75);\r\n const [compoundingFrequency, setCompoundingFrequency] = useState('monthly');\r\n const [apy, setAPY] = useState(0);\r\n\r\n const frequencies = {\r\n daily: 365,\r\n weekly: 52,\r\n biweekly: 26,\r\n monthly: 12,\r\n quarterly: 4,\r\n annually: 1\r\n };\r\n\r\n const calculateAPY = (e) => {\r\n e.preventDefault();\r\n const rate = interestRate / 100;\r\n const n = frequencies[compoundingFrequency];\r\n const apy = ((1 + (rate / n)) ** n) - 1;\r\n setAPY((apy * 100).toFixed(3));\r\n };\r\n\r\n const resetForm = () => {\r\n setInterestRate(0);\r\n setCompoundingFrequency('monthly');\r\n setAPY(0);\r\n };\r\n\r\n return (\r\n \r\n \r\n \r\n {/* Insert Below */}\r\n APR to APY Calculator\r\n
\r\n \r\n Interest Rate (APR %):\r\n {\r\n const { value } = values;\r\n setInterestRate(parseFloat(value));\r\n }}\r\n />\r\n \r\n\r\n \r\n Compounding Frequency:\r\n
\r\n setCompoundingFrequency(e.target.value)}\r\n />\r\n setCompoundingFrequency(e.target.value)}\r\n />\r\n setCompoundingFrequency(e.target.value)}\r\n />\r\n setCompoundingFrequency(e.target.value)}\r\n />\r\n setCompoundingFrequency(e.target.value)}\r\n />\r\n setCompoundingFrequency(e.target.value)}\r\n />\r\n
\r\n
\r\n\r\n \r\n \r\n\r\n \r\n APY (Annual Percentage Yield): {apy}%\r\n \r\n
\r\n
\r\n \r\n {/* Insert Below */}\r\n APR to APY Calculator\r\n

\r\n This calculator allows users to input an interest rate in APR (Annual Percentage Rate) and select the compounding frequency. The compounding frequency options are represented by radio buttons: daily, weekly, bi-weekly, monthly, quarterly, and annually. By default, \"Monthly\" is selected.\r\n

\r\n

\r\n When you click the \"Calculate\" button, the calculator uses the provided interest rate and compounding frequency to convert the APR to APY (Annual Percentage Yield) using the following formula:\r\n

\r\n

\r\n APY Formula:\r\n
\r\n APY = ((1 + (r/n))^n) - 1\r\n

\r\n

\r\n Where:\r\n

\r\n
    \r\n
  • APY: Annual Percentage Yield
  • \r\n
  • r: Annual interest rate (as a decimal)
  • \r\n
  • n: Number of compounding periods per year
  • \r\n
\r\n

\r\n APR represents the interest rate charged on a loan or investment over one year without considering compounding. APY, on the other hand, accounts for the effect of compounding by considering the annual yield including the effects of interest earning on interest. APY provides a more accurate representation of the true return on an investment.\r\n

\r\n

\r\n The calculator takes the APR and applies the chosen compounding frequency to calculate the APY. The resulting APY is displayed as a percentage to three decimal places.\r\n

\r\n

\r\n The \"Reset\" button clears the form, allowing you to enter new values.\r\n

\r\n
\r\n \r\n
\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default APYCalculator;\r\n","import React, { useState } from 'react';\r\nimport { Alert, Button, Card, Form, Collapse, OverlayTrigger, Tooltip, Dropdown } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst APRCalculator = () => {\r\n const [apyRate, setApyRate] = useState(3.815);\r\n const [compoundingFrequency, setCompoundingFrequency] = useState('monthly');\r\n const [apr, setAPR] = useState(0);\r\n\r\n const frequencies = {\r\n daily: 365,\r\n weekly: 52,\r\n biweekly: 26,\r\n monthly: 12,\r\n quarterly: 4,\r\n annually: 1\r\n };\r\n\r\n const calculateAPR = (e) => {\r\n e.preventDefault();\r\n const r = apyRate / 100;\r\n const n = frequencies[compoundingFrequency];\r\n const periodicRate = ((1 + r) ** (1/n)) - 1;\r\n const apr = (periodicRate * n * 100).toFixed(3);\r\n setAPR(apr);\r\n };\r\n\r\n const resetForm = () => {\r\n setApyRate(0);\r\n setCompoundingFrequency('monthly');\r\n setAPR(0);\r\n };\r\n\r\n return (\r\n \r\n \r\n \r\n APY to APR Calculator\r\n
\r\n \r\n Interest Rate (APY %):\r\n {\r\n const { value } = values;\r\n setApyRate(parseFloat(value));\r\n }}\r\n />\r\n \r\n \r\n Compounding Frequency:\r\n
\r\n setCompoundingFrequency(e.target.value)}\r\n />\r\n setCompoundingFrequency(e.target.value)}\r\n />\r\n setCompoundingFrequency(e.target.value)}\r\n />\r\n setCompoundingFrequency(e.target.value)}\r\n />\r\n setCompoundingFrequency(e.target.value)}\r\n />\r\n setCompoundingFrequency(e.target.value)}\r\n />\r\n
\r\n
\r\n\r\n \r\n \r\n\r\n \r\n APR (Annual Percentage Rate): {apr}%\r\n \r\n
\r\n
\r\n \r\n {/* Insert Below */}\r\n APY to APR Converter\r\n

\r\n This calculator allows users to input the APY and select the compounding frequency: daily, weekly, bi-weekly, monthly, quarterly, and annually. By default, \"Monthly\" is selected.\r\n

\r\n

\r\n When you click the \"Calculate\" button, the calculator uses the provided interest rate and compounding frequency to convert the APY to APR (Annual Percentage Rate) using the following formula:\r\n

\r\n

\r\n APY to APR Conversion Formula:\r\n
\r\n Periodic Rate \"r\" = (1 + APY)1/n-1\r\n
\r\n APR = r x n\r\n

\r\n

\r\n Where:\r\n

\r\n
    \r\n
  • APY: Annual Percentage Yield
  • \r\n
  • r: Annual interest rate (as a decimal)
  • \r\n
  • n: Number of compounding periods per year
  • \r\n
\r\n

\r\n APR stands for Annual Percentage Rate. Unlike APY, APR does not take into account the effect of interest compounding over the course of a year. It simply multiplies the periodic interest rate by the number of periods in a year. As a result, APR can be useful for understanding the base cost of borrowing or investing without the effects of compounding.\r\n

\r\n

\r\n APR is calculated by multiplying the periodic interest rate by the number of periods in a year. The periodic interest rate is derived from the APY by dividing the APY by the number of periods in a year and then taking the nth root of the sum of 1 and the result, subtracting 1 from the outcome.\r\n

\r\n

\r\n The \"Reset\" button clears the form, allowing you to enter new values.\r\n

\r\n
\r\n \r\n
\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default APRCalculator;","import React, { useState } from 'react';\r\nimport { Form, OverlayTrigger, Tooltip, Button, Table, Card } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst SavingsCalculator = () => {\r\n const [savingsGoal, setSavingsGoal] = useState(20000);\r\n const [rateOfReturn, setRateOfReturn] = useState(5);\r\n const [timePeriod, setTimePeriod] = useState(5);\r\n const [compoundFrequency, setCompoundFrequency] = useState(\"Monthly\");\r\n const [result, setResult] = useState(\"\");\r\n const [error, setError] = useState(\"\");\r\n\r\n const calculateContribution = () => {\r\n if (!savingsGoal || !rateOfReturn || !timePeriod || !compoundFrequency) {\r\n setError(\"Please fill out all fields.\");\r\n setResult(\"\");\r\n } else {\r\n const FV = parseFloat(savingsGoal);\r\n const r = parseFloat(rateOfReturn) / 100;\r\n const t = parseFloat(timePeriod);\r\n const m = compoundFrequency === 'Annual' ? 1 : 12;\r\n \r\n const C = FV / (((Math.pow((1 + r / m), (t * m)) - 1) / (r / m)));\r\n setResult(C.toLocaleString('en-US', {minimumFractionDigits: 2, maximumFractionDigits: 2}));\r\n setError(\"\");\r\n }\r\n }; \r\n\r\n const resetFields = () => {\r\n setSavingsGoal(\"\");\r\n setRateOfReturn(\"\");\r\n setTimePeriod(\"\");\r\n setCompoundFrequency(\"Monthly\");\r\n setResult(\"\");\r\n setError(\"\");\r\n };\r\n\r\n return (\r\n \r\n \r\n \r\n {/* Insert Below */}\r\n Required Savings Calculator\r\n
\r\n
\r\n
\r\n \r\n Savings Goal:\r\n The amount that you want to save}\r\n >\r\n \r\n \r\n \r\n setSavingsGoal(values.value)}\r\n thousandSeparator={true}\r\n prefix={'$'}\r\n decimalScale={2}\r\n placeholder=\"Savings Goal\"\r\n />\r\n \r\n
\r\n\r\n
\r\n \r\n Rate of Return:\r\n The Average annaul rate of return you expect to make on your investments over your specified time frame.}\r\n >\r\n \r\n \r\n \r\n setRateOfReturn(values.value)}\r\n suffix={'%'}\r\n decimalScale={2}\r\n placeholder=\"Rate of Return\"\r\n />\r\n \r\n
\r\n\r\n
\r\n \r\n Time Period (Years):\r\n When you desire to reach your savings goal by}\r\n >\r\n \r\n \r\n setTimePeriod(values.value)}\r\n type=\"number\"\r\n placeholder=\"Time Period (Years)\"\r\n />\r\n \r\n
\r\n
\r\n \r\n Time Period (Years):\r\n When you desire to reach your savings goal by}\r\n >\r\n \r\n \r\n setCompoundFrequency('Annual')}\r\n checked={compoundFrequency === 'Annual'}\r\n />\r\n setCompoundFrequency('Monthly')}\r\n checked={compoundFrequency === 'Monthly'}\r\n />\r\n \r\n
\r\n \r\n \r\n {result && \r\n

Required {compoundFrequency === 1 ? 'Annual' : 'Monthly'} Savings for Goal: ${result}

\r\n }\r\n {error && {error}}\r\n
\r\n {/* Space Filler */}\r\n \r\n {/* Insert Below */}\r\n How The Savings Goal Calculator Works\r\n

\r\n This Savings Goal Calculator allows users to determine the required contributions needed to reach a specific financial target. It does this by taking into account the savings goal, the expected rate of return, the time period for the investment, and the frequency of compounding. The calculator provides a specific amount that needs to be invested annually or monthly (based on the selected frequency of compounding) to reach the savings goal at the end of the time period.\r\n

\r\n

\r\n When individuals or businesses plan for future financial goals, they often need to calculate how much money needs to be set aside regularly to reach these goals. The savings could be for retirement, purchasing a property, starting a business, or any other future expenditure. This calculator helps to determine this amount, taking into account the power of compounding and the expected rate of return.\r\n

\r\n

\r\n The Savings Goal Calculator uses several key pieces of information:\r\n

\r\n
    \r\n
  • Savings Goal (Future Value - FV)
  • \r\n
  • Rate of Return (r)
  • \r\n
  • Time Period in years (t)
  • \r\n
  • Compound Frequency (m) - with options for 'Annual' and 'Monthly'
  • \r\n
\r\n

\r\n Using these inputs, it calculates the amount of contribution required either annually or monthly. This is done based on the compound interest formula for future value of an annuity. The formula rearranges to solve for the regular contribution amount (C).\r\n

\r\n

\r\n The formula used when 'Annual' frequency is selected is:\r\n

\r\n
    \r\n
  • C = FV / (((1 + r) ^ t) - 1) / r
  • \r\n
\r\n

Where:

\r\n
    \r\n
  • FV is the Future Value (Savings Goal)
  • \r\n
  • r is the annual interest rate
  • \r\n
  • t is the time period in years
  • \r\n
\r\n

\r\n The formula used when 'Monthly' frequency is selected is:\r\n

\r\n
    \r\n
  • C = FV / (((1 + r / m) ^ (t * m)) - 1) / (r / m)
  • \r\n
\r\n

Where:

\r\n
    \r\n
  • FV is the Future Value (Savings Goal)
  • \r\n
  • r is the annual interest rate
  • \r\n
  • t is the time period in years
  • \r\n
  • m is the compound frequency (12 for monthly)
  • \r\n
\r\n
\r\n \r\n
\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default SavingsCalculator;","import React, { useState } from 'react';\r\nimport { Form, OverlayTrigger, Tooltip, Button, Table, Tab, Card, Alert, InputGroup, DropdownButton, Dropdown } from 'react-bootstrap';\r\nimport { NumericFormat } from 'react-number-format';\r\nimport CoverCard from '@utils/_card.jsx';\r\nimport Layout from '@utils/_layout.jsx';\r\n\r\nimport '@utils/styles.scss';\r\n\r\nconst NumberOfPeriods = () => {\r\n const [PV, setPV] = useState(25000);\r\n const [r, setR] = useState(5);\r\n const [P, setP] = useState(550);\r\n const [t, setT] = useState(12);\r\n const [n, setN] = useState(null);\r\n const [showError, setShowError] = useState(false);\r\n const [showInsufficientPaymentError, setShowInsufficientPaymentError] = useState(false);\r\n \r\n const calculateN = () => {\r\n if (PV && r && P && t) {\r\n let i = (r / 100) / t;\r\n if ((PV * i) / P >= 1) {\r\n setShowInsufficientPaymentError(true);\r\n setN(null);\r\n } else {\r\n let n = Math.log(1 / (1 - ((PV * i) / P))) / Math.log(1 + i);\r\n n = Math.round(n);\r\n setN(n);\r\n setShowError(false);\r\n setShowInsufficientPaymentError(false);\r\n }\r\n } else {\r\n setShowError(true);\r\n setShowInsufficientPaymentError(false);\r\n }\r\n };\r\n \r\n const resetValues = () => {\r\n setPV(25000);\r\n setR(5);\r\n setP(550);\r\n setT(12);\r\n setN(null);\r\n setShowError(false);\r\n setShowInsufficientPaymentError(false);\r\n };\r\n\r\n return (\r\n \r\n \r\n \r\n Number of Payments Calculator\r\n {/* Insert Below */}\r\n
\r\n
\r\n
\r\n {/* CONTENT BELOW THIS LINE */}\r\n \r\n Amount\r\n {\r\n const { value } = values;\r\n setPV(parseFloat(value));\r\n }}\r\n required\r\n />\r\n \r\n
\r\n
\r\n\r\n \r\n Rate\r\n {\r\n const { value } = values;\r\n setR(parseFloat(value));\r\n }}\r\n required\r\n />\r\n \r\n
\r\n
\r\n \r\n Periodic Payment\r\n {\r\n const { value } = values;\r\n setP(value === '' ? 0 : parseFloat(value));\r\n }}\r\n required\r\n />\r\n \r\n
\r\n
\r\n\r\n \r\n Compounding Frequency\r\n setT(12)}\r\n />\r\n setT(4)}\r\n />\r\n setT(2)}\r\n />\r\n setT(1)}\r\n />\r\n \r\n\r\n \r\n \r\n\r\n {showError && \r\n \r\n Please fill out all fields.\r\n \r\n }\r\n\r\n {showInsufficientPaymentError && \r\n \r\n Payment must be sufficient to cover the interest on the principal.\r\n \r\n }\r\n\r\n {n !== null && \r\n \r\n It would take {n} payment(s) to payoff the amount.\r\n \r\n }\r\n
\r\n
\r\n {/* Space Filler */}\r\n \r\n {/* Insert Below */}\r\n How the Number of Payments Calculator Works\r\n

\r\n The Number of Payments Calculator uses several key pieces of information:\r\n

\r\n
    \r\n
  • Investment Amount (PV)
  • \r\n
  • Contributions (P)
  • \r\n
  • Rate of Return (r)
  • \r\n
  • Compound Frequency (t) - options include weekly, bi-weekly, monthly, quarterly, semi-annually, and annually
  • \r\n
\r\n

\r\n Using these inputs, the calculator computes the number of payments required to pay off a stated amount, given the amount, interest rate, periodic payments, and compounding frequency.\r\n

\r\n

\r\n The formulas used are:\r\n

\r\n
    \r\n
  • Number of Periods (n) = ln[(1-((PV * i)/P))^-1] / ln(1 + i)
  • \r\n
\r\n
\r\n \r\n
\r\n
\r\n
\r\n
\r\n );\r\n};\r\n\r\nexport default NumberOfPeriods;\r\n","import React, { useState, useEffect } from 'react';\r\nimport { useLocation, BrowserRouter as Router, Route, Switch } from \"react-router-dom\";\r\nimport { animateScroll as scroll } from 'react-scroll';\r\nimport Home from '@src/home'\r\nimport About from '@src/about'\r\nimport Resume from '@src/resume'\r\nimport Portfolio from '@src/portfolio'\r\nimport Services from '@src/services'\r\nimport Sidebar from '@src/sidebar';\r\nimport ScrollComponent from '@utils/_scroll';\r\nimport ContactForm from './contact_form.jsx';\r\nimport DonateButton from './support/support_content';\r\nimport DonatePage from './support/support_page';\r\nimport SuccessfulCharge from './support/successful_charge';\r\nimport CancelCharge from './support/cancel_charge';\r\n\r\n// Investment Links\r\nimport InvestmentLinks from '@tools/investments/investment_links';\r\nimport RMDCalculator from '@tools/investments/calculators/rmd_calculator.jsx';\r\nimport FutureValue from '@tools/investments/calculators/future_value';\r\nimport PresentValue from '@tools/investments/calculators/present_value';\r\nimport CAGR from '@tools/investments/calculators/cagr.jsx';\r\nimport CompoundInterest from '@tools/investments/calculators/compound_interest';\r\nimport DividendDiscountModel from '@tools/investments/calculators/ddmodel';\r\nimport DiscountedCashFlow from '@tools/investments/calculators/discountedCashFlow';\r\nimport RothConversionCalculator from '@tools/investments/calculators/roth_conversion';\r\nimport RealReturn from '@tools/investments/calculators/real_return';\r\nimport TaxEquivalentYield from '@tools/investments/calculators/tey.jsx';\r\nimport BondYieldCalculator from '@tools/investments/calculators/bond_yield.jsx';\r\n\r\n// Mortgage Links\r\nimport MortgageLinks from '@tools/mortgage/mortgage_links.jsx';\r\nimport MortgageCalculator from '@tools/mortgage/calculators/mortgage_calculator.jsx';\r\nimport MortgagePayOff from '@tools/mortgage/calculators/mortgage_payoff';\r\nimport MortgageMoPayments from '@tools/mortgage/calculators/mortgage_monthly_payments.jsx';\r\nimport MortgageTotalInterest from '@tools/mortgage/calculators/mortgage_interest.jsx';\r\n\r\n// Savings Links\r\nimport SavingsLinks from '@tools/savings/savings_links';\r\nimport APYCalculator from '@tools/savings/calculators/apr_to_apy.jsx';\r\nimport APRCalculator from '@tools/savings/calculators/apy_to_apr.jsx';\r\nimport SavingsCalculator from '@tools/savings/calculators/savings_calculator.jsx';\r\nimport NumberOfPeriods from '@tools/savings/calculators/count_periods1.jsx';\r\n\r\nimport '@src/home.scss';\r\n\r\n\r\nconst SubRoute = ({ match }) =>

{match.url}

\r\n\r\nconst NotFound = () => {\r\n return

404 Not Found

;\r\n}\r\n\r\nconst App = () => {\r\n const [isHomePage, setIsHomePage] = useState(false);\r\n\r\n useEffect(() => {\r\n setIsHomePage(location.pathname === '/');\r\n }, [location]);\r\n\r\n\r\n return (\r\n <>\r\n \r\n \r\n {!isHomePage && }\r\n
\r\n \r\n
\r\n
\r\n
\r\n \r\n \r\n \r\n \r\n \r\n \r\n\r\n {/* PORTFOLIO SECTION START */}\r\n \r\n\r\n {/* INVESTMENT LINKS */}\r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n \r\n\r\n {/* MORTGAGE LINKS */}\r\n \r\n \r\n \r\n \r\n \r\n\r\n {/* SAVINGS LINKS */}\r\n \r\n \r\n \r\n \r\n \r\n\r\n {/* STRIPE LINKS */}\r\n \r\n {/* Added route for SuccessfulCharge */}\r\n {/* Added route for CancelCharge */}\r\n \r\n \r\n
\r\n
\r\n
\r\n \r\n )\r\n}\r\n\r\nconst ScrollManager = ({ setIsHomePage }) => {\r\n const location = useLocation();\r\n\r\n useEffect(() => {\r\n setIsHomePage(location.pathname === '/');\r\n }, [location, setIsHomePage]);\r\n\r\n return null;\r\n}\r\n\r\nexport default App;","// This file is automatically compiled by Webpack, along with any other files\n// present in this directory. You're encouraged to place your actual application logic in\n// a relevant structure within app/javascript and only use these pack files to reference\n// that code so it'll be compiled.\n\nimport Rails from \"@rails/ujs\"\nimport * as ActiveStorage from \"@rails/activestorage\"\nimport \"channels\"\nimport \"bootstrap-icons/font/bootstrap-icons.css\"\n// Importing the Bootstrap CSS\nimport 'bootstrap/dist/css/bootstrap.min.css';\n\n// Import React and ReactDOM\nimport React from 'react'\nimport ReactDOM from 'react-dom'\n\n// Import your App component\nimport App from '@src/App'\n\nRails.start()\nActiveStorage.start()\n\n// Render your App component\ndocument.addEventListener('DOMContentLoaded', () => {\n ReactDOM.render(\n ,\n document.body.appendChild(document.createElement('div')),\n )\n})\n","import React from 'react';\r\n// import coffsharbour3 from '@src/images/coffsharbour3';\r\nimport Typed from 'react-typed';\r\nimport AOS from 'aos';\r\n// import 'aos/dist/aos.css';\r\n\r\nimport '@src/home.scss';\r\n\r\nclass Home extends React.Component {\r\n componentDidMount() {\r\n AOS.init();\r\n }\r\n\r\n render () {\r\n return (\r\n
\r\n
\r\n
\r\n
\r\n

RpAsher

\r\n

\r\n
\r\n
\r\n
\r\n )\r\n }\r\n}\r\n\r\nexport default Home;\r\n\r\n\r\n\r\n"],"sourceRoot":""}