Pmt Function In Javascript
Solution 1:
this is my version of PMT function after some googling:
functionPMT(ir, np, pv, fv, type) {
/*
* ir - interest rate per month
* np - number of periods (months)
* pv - present value
* fv - future value
* type - when the payments are due:
* 0: end of the period, e.g. end of month (default)
* 1: beginning of period
*/var pmt, pvif;
fv || (fv = 0);
type || (type = 0);
if (ir === 0)
return -(pv + fv)/np;
pvif = Math.pow(1 + ir, np);
pmt = - ir * (pv * pvif + fv) / (pvif - 1);
if (type === 1)
pmt /= (1 + ir);
return pmt;
}
Example What is the monthly payment needed to pay off a $200,000 loan in 15 years at an annual interest rate of 7.5%?
ir = 0.075 / 12np = 15 * 12pv = 200000pmt = PMT(ir, np, pv).toFixed(2) = -1854.02payoff = pmt * np = -333723.6
Solution 2:
here in my PMT version
PMT: function(rate, nperiod, pv, fv, type) {
if (!fv) fv = 0;
if (!type) type = 0;
if (rate == 0) return -(pv + fv)/nperiod;
var pvif = Math.pow(1 + rate, nperiod);
var pmt = rate / (pvif - 1) * -(pv * pvif + fv);
if (type == 1) {
pmt /= (1 + rate);
};
return pmt;
},
//// Call the PMT
var result= PMT(6.5/1200 , 30*12 , 65000 , 0 , 0);
console.log(result);
////result : -410.8442152704279
/// Other as well IPMT and PPMT
IPMT: function(pv, pmt, rate, per) {
var tmp = Math.pow(1 + rate, per);
return0 - (pv * tmp * rate + pmt * (tmp - 1));
},
PPMT: function(rate, per, nper, pv, fv, type) {
if (per < 1 || (per >= nper + 1)) returnnull;
var pmt = this.PMT(rate, nper, pv, fv, type);
var ipmt = this.IPMT(pv, pmt, rate, per - 1);
return pmt - ipmt;
},
Solution 3:
The easiest way to understand the impact of the Type parameter is to try the following values: Annual Interest = 12%, # of Months = 1, Present Value = 100
When Type=0 (the default), the PMT() function will yield 101
When Type=1, the PMT() function will yield 100
With Type=0, the interest is computed for 1 month because the payment is assumed to be at the end of the month. For Type=1, the interest is computed for 0 months because the payment is at the beginning of the month.
Solution 4:
I solved it using the following function, thanks to the site tvmcalcs.com, An Example with Advance Payments.
functionpmt(monthlyRate, monthlyPayments, presentValue, residualValue, advancedPayments) {
t1 = 1+monthlyRate
t2 = Math.pow(t1,monthlyPayments)
t3 = Math.pow(t1,(monthlyPayments-advancedPayments))
return (presentValue-(residualValue/t2))/(((1-(1/(t3)))/monthlyRate)+advancedPayments);
}
or if you have, as in our case, a annualRate
functionpmtWithAnnualRate(annualRate, monthlyPayments, presentValue, residualValue, advancedPayments) {
monthlyRate = annualRate / 1200
t1 = 1 + monthlyRate
t2 = Math.pow(t1,monthlyPayments)
t3 = Math.pow(t1,(monthlyPayments-advancedPayments))
return (presentValue-(residualValue/t2))/(((1-(1/(t3)))/monthlyRate)+advancedPayments);
}
Solution 5:
PMT - (Pmt is the periodical amount to be paid / received) function in javascript
varAnualRate=0.05; //5% interste ratevarNumberOfYear=10;
varNumberOfPayments= NumberOfYear * 12;
varByYear=12;
varLoanAmount=20000;
varFutureValue=0;
varPresentValueInterstFector= Math.pow((1 + AnualRate/ByYear), NumberOfPayments);
varPeriodicPayment= (AnualRate/ByYear) * LoanAmount * (PresentValueInterstFector + FutureValue)/(PresentValueInterstFector-1);
varTotalCost= PeriodicPayment * NumberOfPayments;
varTotalInterset= TotalCost - LoanAmount;
console.log("TotalCost ", TotalCost);
console.log("TotalInterset ", TotalInterset);
using javascript function
var interestRate = 0.05; // or (5/100) this rate is annualvar numberofYear = 10;
var numberofPayment = numberofYear * 12;
var presentValue = 20000; //this is loan functionPMT(ir,np, pv, fv = 0){
var presentValueInterstFector = Math.pow((1 + ir), np);
var pmt = ir * pv * (presentValueInterstFector + fv)/(PresentValueInterstFector-1);
return pmt;
}
var testPMT = PMT(interestRate/12, numberofPayment, presentValue); //output console.log(testPMT);
Time Value of Money calculator
functioncalculate(){
var getRate = parseFloat(document.getElementById('rate').value);
var getNumberOfYears = parseInt(document.getElementById('numOfYears').value);
var getNumOfPayments = parseInt(document.getElementById('numOfPayments').value);
var getLoanAmount = parseFloat(document.getElementById('loanAmount').value);
var pmt = PMT(getRate/12, getNumOfPayments, getLoanAmount);
document.getElementById('disMonthlypayment').innerHTML = pmt;
var totalCost = pmt * getNumOfPayments;
document.getElementById('disTotalcost').innerHTML = totalCost;
var totalInterset = totalCost - getLoanAmount;
document.getElementById('disTotalInterst').innerHTML = totalInterset;
}
//PMT function (Fazlan refer this)functionPMT(ir,np, pv, fv = 0){
// ir: interest rate// np: number of payment// pv: present value or loan amount// fv: future value. default is 0var presentValueInterstFector = Math.pow((1 + ir), np);
var pmt = ir * pv * (presentValueInterstFector + fv)/(presentValueInterstFector-1);
return pmt;
}
<table><tr><td>Rate : </td><td><inputtype="text"id="rate"placeholder="0.05" /> ex: 0.05 = (5/100) </td></tr><tr><td>Number of Years : </td><td><inputtype="text"id="numOfYears"placeholder="10" /></td></tr><tr><td>Number of Payments : </td><td><inputtype="text"id="numOfPayments"placeholder="120" /> Number of Years * 12 </td></tr><tr><td>Loan Amount : </td><td><inputtype="text"id="loanAmount"placeholder="20000" /></td></tr><tr><td>Monthly Payment : </td><td><bid="disMonthlypayment"></b></td></tr><tr><td>Total Cost : </td><td><bid="disTotalcost"></b></td></tr><tr><td>Total Interest : </td><td><bid="disTotalInterst"></b></td></tr><tr><td><buttononclick="calculate()">Calculate</button></td></tr></table>
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