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EMI Calculator

Calculate the equated monthly installment for a fixed-rate loan.

Monthly EMI-
Total Payment-
Total Interest-

About This Calculator

EMI stands for equated monthly installment. It is the fixed amount paid every month toward a loan, and each payment usually covers both interest and a portion of the original principal.

This calculator is useful for home loans, auto loans, education loans, and personal loans. It is most helpful when you are comparing two or three borrowing options and want to see the monthly cost before speaking with a lender.

Formula: EMI = P x r x (1 + r)^n / ((1 + r)^n - 1), where P is the loan amount, r is the monthly interest rate, and n is the total number of monthly payments. The calculator also shows the total repayment and the part of that total that goes to interest.

Example: If you borrow 500,000 at 8.5% for 20 years, the calculator gives a fixed monthly EMI and shows how much the loan costs over the full term. That makes it easier to compare a shorter loan with a longer one.

How To Use The EMI Result

Start by entering the full loan amount, the annual interest rate, and the repayment period in years. Once you calculate, compare all three results together: monthly EMI, total payment, and total interest.

A lower EMI is not always the better deal. In many cases, a longer repayment period reduces the monthly amount but pushes the total interest much higher. If your budget allows it, testing a shorter term often shows how much interest you could save.

There is no normal EMI value that applies to everyone. A reasonable EMI depends on income, other debts, and how much monthly flexibility you want to keep after the loan payment is made.

Related Calculators And References

You can compare this page with the Loan Payment Calculator if you want another monthly payment view. If you are planning after the loan is finished, the Savings Goal Calculator can help with next steps.

For loan education, review the CFPB explanation of monthly payment calculation and the CFPB guide to loan costs.