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Loan EMI Calculator

Work out your monthly instalment, the total interest you will pay over the life of the loan, and what the loan really costs.

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How it works

A compact workflow from input to download.

1

Enter the loan details

Put in the amount you are borrowing, the annual interest rate and the term in years.

2

Read your EMI

The monthly instalment is calculated using the standard amortisation formula.

3

Look at the total interest

The figure that matters most is not the monthly payment — it is the total interest, shown alongside.

Frequently asked questions

What does EMI mean?
Equated Monthly Instalment — a fixed payment made every month covering both interest and principal, calculated so that the loan is fully repaid by the end of the term. The payment stays the same each month, but its composition shifts steadily from mostly interest to mostly principal.
How is the EMI calculated?
Using the standard amortisation formula: P × r × (1+r)^n ÷ ((1+r)^n − 1), where P is the principal, r is the monthly interest rate (the annual rate divided by twelve), and n is the number of monthly payments. It solves for the fixed payment that exactly clears the debt over the term.
Why does a longer term cost so much more?
Because interest accrues on the outstanding balance for longer. Extending a loan reduces the monthly payment — which is why it is such an easy sell — while increasing the total interest substantially. The monthly figure is what people compare; the total interest is what they actually pay.
Does paying extra early help?
Enormously, and more than most people expect. An extra payment early in the term goes almost entirely against the principal, and that principal would otherwise have accrued interest for the entire remaining life of the loan. The same payment made in the final year saves almost nothing. Early overpayments are the highest-leverage thing most borrowers can do.
Are my numbers sent anywhere?
No. Every calculation runs in JavaScript inside your own browser — nothing is uploaded, logged or stored. Your figures, including financial and health details, never leave your device.

Where your payment actually goes

The instalment is a constant number, which conceals something important: its composition changes dramatically over the life of the loan. Interest is charged each month on the outstanding balance, and at the start the balance is at its maximum, so the great majority of your early payments is interest and only a sliver reduces the debt. As the principal slowly falls, the interest charged falls with it, so more of each fixed payment goes to principal — and the process accelerates. On a typical twenty-five-year mortgage, borrowers are frequently dismayed to find that after five years of faithful payments they have repaid only a small fraction of what they borrowed. Nothing has gone wrong; that is simply the shape of amortisation, and it is the reason early overpayments are so unusually powerful.

The number the lender does not lead with

Lenders advertise the monthly payment, because it is the number that determines whether you feel you can afford the loan. It is not the number that tells you what the loan costs. Stretching a loan from fifteen years to thirty will visibly reduce the monthly figure and can easily more than double the total interest — you are paying less each month for twice as long, on a balance that shrinks far more slowly. The comparison worth making is not between monthly payments but between total repayments: principal plus every rupee, pound or dollar of interest, across the whole term. That single figure reframes the decision, and it is precisely why it appears in the small print rather than in the headline.