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EMI Calculator: Monthly Instalment and Total Interest

Enter the amount, the annual rate and the tenure to get the monthly EMI, the total interest payable and the total payment, calculated entirely in your browser.

What an EMI calculator answers

EMI is the fixed amount you pay every month on a loan: part interest, part principal, arranged so the balance reaches zero exactly on the last instalment. The calculator takes the three numbers a lender gives you, the amount, the annual interest rate and the tenure, and returns the monthly payment, the total interest and the total repaid.

The number is worth checking before you sign, because the same loan quoted at two tenures differs by far more than the monthly saving suggests: a longer tenure lowers the instalment and raises the total interest, often by more than the amount borrowed.

How to use it

  1. Enter the amount borrowed, not the price of the thing, unless the down payment is zero.
  2. Enter the annual interest rate the lender quoted, as a percentage.
  3. Enter the tenure in months. Three years is 36 months, and that is the number the formula uses.
  4. Read three figures: the monthly EMI, the total interest over the life of the loan, and the total you will have paid.
  5. Change one input at a time. The difference between 48 and 60 months is the clearest way to see what a year costs.

A worked example

A 2,00,000 loan at 9 percent a year for 24 months. The monthly rate is 0.75 percent, the number of payments is 24, and the EMI works out to about 9,137.

Over 24 months that is 2,19,286 repaid, so the interest is about 19,286, roughly 9.6 percent of the amount borrowed rather than 18 percent, which is what multiplying 9 percent by two years would suggest. That gap is the point of amortisation: interest is charged on the reducing balance, so the first instalments are mostly interest and the last ones are mostly principal.

The same loan over 36 months at 9 percent drops the EMI to about 6,361 and raises the total interest to about 29,000. Lower monthly, more expensive overall.

Mistakes worth avoiding

Treating an advertised flat rate as the reducing-balance rate. A flat rate is charged on the whole amount for the whole term, so a flat 8 percent is roughly a reducing 14 to 15 percent. Ask which one the quote uses.

Forgetting processing fees and insurance, which are usually deducted upfront and do not appear in the EMI at all.

Assuming the EMI is fixed for the term. Floating-rate loans change the payment or the tenure when the benchmark moves, and the calculator models the rate you type, not the market.

Using the tenure in years where the field says months, or the other way round. The result is wrong by a factor of twelve and looks plausible enough not to check.

Where your numbers go

Nowhere. The arithmetic runs in this tab, so a salary, a loan amount and a credit card balance are not uploaded and not tied to an account.

Frequently asked questions

What is an EMI?

EMI stands for Equated Monthly Instalment: the fixed amount you pay each month until a loan is cleared. Every payment covers that month of interest first, and whatever is left reduces the principal.

How is the monthly EMI calculated?

EMI = P x r x (1 + r)^n / ((1 + r)^n - 1), where P is the principal, r is the monthly rate (the annual rate divided by 12 and then by 100), and n is the number of monthly instalments.

Why is total interest so much higher on a long tenure?

A longer tenure spreads the principal over more months, so each instalment is smaller but interest keeps accruing. Shorten the tenure and the monthly EMI rises while the total interest falls.

Does a prepayment lower my EMI?

Not automatically. Lenders usually put a prepayment straight onto the principal, which shortens the tenure, or recalculate the EMI, which lowers the monthly figure. Ask which one your lender does.

Are my figures stored or uploaded?

No. Every result is computed locally in your browser tab and nothing is ever uploaded.

What formula does the calculator use?

EMI = P x r x (1 + r)^n / ((1 + r)^n - 1), where P is the amount, r is the monthly rate (annual rate divided by 12, as a decimal) and n is the number of months. It is the standard reducing-balance formula every lender uses.

Does a longer tenure always cost more?

In total interest, yes, for any positive rate. The monthly payment falls and the sum of the payments rises. The trade is affordability now against cost later, and the calculator shows both so the trade can be made deliberately.

How do prepayments change the answer?

Paying extra reduces the outstanding balance, so less interest accrues afterwards. The exact saving depends on whether the lender shortens the tenure or the instalment; the loan payoff tool models both.

Is this the EMI including GST or insurance?

No. It is principal and interest only. Processing fees, insurance and taxes are charged separately and are worth adding to the total when you compare offers.

Can I use it for a home loan or a personal loan?

Any loan that uses reducing-balance interest: home, car, personal, education, gold. It also gives a useful first estimate for credit card EMIs, which are usually reducing-balance but come with a fee that is not in this number.