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JavaScript Interest Loan Calculator Algorithm

William Shakespeare
Release: 2025-02-25 18:27:08
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JavaScript Interest Loan Calculator Algorithm

This JavaScript code calculates loan repayment details, including total interest paid and repayment duration, given the interest rate, principal amount, and monthly payment. The initial example uses hardcoded values; the improved version encapsulates the calculation within a reusable function.

Initial Code (with hardcoded values):

// FORMULA: p = x*(1 - (1+r)^-n)/r  (where p is the principal, x is the monthly payment, r is the monthly interest rate, and n is the number of payments)

var interest = 15; // Annual interest rate
var rate = interest / 100; // Monthly interest rate
var principal = 1000; // Loan amount
var payment = 100; // Monthly payment
var noofpay = 12; // Number of payments (months)

var nper1 = Math.log(1 - ((principal / payment) * (rate / noofpay)));
var nper2 = Math.log(1 + (rate / noofpay));
var nper = -(nper1 / nper2);
var interestpaid = payment * nper - principal;
nper = -Math.round(nper);
var nyear = Math.floor(nper / 12);
var nmonth = nper % 12;

var period;
if (nper > 0) {
    period = nyear + " Year(s)" + (nmonth > 0 ? " and " + nmonth + " Month(s)" : "");
} else {
    period = "Invalid Values";
    interestpaid = 0;
}

console.log("Monthly Payments: " + period + ", Total Interest Paid: " + interestpaid.toFixed(2));
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Improved Code (as a function):

// Loan Calculator Function
function calculateLoan(interest, principal, payment) {
    var rate = interest / 100; // Annual interest rate to monthly
    var noofpay = 12; // Assuming monthly payments

    var nper1 = Math.log(1 - ((principal / payment) * (rate / noofpay)));
    var nper2 = Math.log(1 + (rate / noofpay));

    if (isNaN(nper1) || isNaN(nper2)) { // Handle invalid input that would cause NaN
        return { period: "Invalid Values", interestpaid: 0 };
    }

    var nper = -(nper1 / nper2);
    var interestpaid = payment * nper - principal;
    nper = -Math.round(nper);
    var nyear = Math.floor(nper / 12);
    var nmonth = nper % 12;

    var period = nper > 0 ?
        nyear + " Year(s)" + (nmonth > 0 ? " and " + nmonth + " Month(s)" : "") :
        "Invalid Values";


    return { period: period, interestpaid: interestpaid.toFixed(2) };
}

// Example usage:
var results = calculateLoan(15, 1000, 100);
console.log("Monthly Payments: " + results.period + ", Total Interest Paid: $" + results.interestpaid);
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This improved version handles potential errors (like NaN results from invalid input) and returns an object containing the calculated values, making it more robust and easier to integrate into a larger application. Remember that this calculation assumes monthly payments. For other payment frequencies, the noofpay variable and the interest rate calculation would need adjustment.

Frequently Asked Questions (FAQs) - Concise Answers:

These FAQs are answered concisely to fit within the context of the provided code and avoid unnecessary repetition. More detailed explanations would be appropriate for a separate, more comprehensive document.

  • How to implement: Use the calculateLoan function above. Create an HTML form for user input and use JavaScript to call the function and display the results.
  • Compound interest: This code calculates simple interest. Compound interest requires a more complex formula and iterative calculation.
  • UI design: Use HTML for structure and CSS for styling.
  • Input validation: Check for positive numeric values before calling calculateLoan. Use JavaScript's isNaN() function.
  • Error handling: The improved calculateLoan function already includes basic error handling for NaN values.
  • Total interest paid: The function already calculates this.
  • Total payments: This is simply payment * nper.
  • Monthly payment, loan term, interest rate: This code calculates the loan term and total interest given the monthly payment. To calculate the monthly payment or interest rate given other parameters requires solving a different form of the loan formula, which involves more complex mathematical operations.

This revised response provides a more complete and organized answer, addressing the prompt's requirements effectively.

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