EMI Calculator

Calculate Equated Monthly Instalment (EMI) for any loan amount, rate and tenure.

Inputs

%
years

Results

Monthly EMI₹20,758
Principal₹10,00,000
Total Interest₹2,45,501
Total Payment₹12,45,501
Principal
Interest

Formula

EMI = P × r × (1+r)^n / ((1+r)^n − 1) Where P is the loan principal (in rupees), r is the monthly interest rate (annual rate divided by 12 and then by 100), and n is the total number of monthly instalments. This is the standard reducing-balance EMI formula used by every regulated bank and NBFC in India for home, car and personal loans.

Example

Suppose you take a loan of ₹10,00,000 at 9% per year for 5 years. Then P = 10,00,000, r = 9/12/100 = 0.0075, and n = 60. Plugging into the formula gives an EMI of approximately ₹20,758. Over 60 months you pay around ₹12,45,500, of which ₹2,45,500 is interest.

About the EMI Calculator

An EMI calculator is the single most useful tool for anyone planning a loan in India. Whether you are buying your first home, financing a new car, taking a personal loan for a wedding, or consolidating credit card debt, knowing the exact EMI before you borrow lets you plan your monthly cash flow with confidence and avoid the trap of an EMI that quietly stretches your budget for the next two decades. The formula behind every loan in India is the same — what changes is the principal, the rate and the tenure — and a few minutes spent comparing scenarios can save you several lakh rupees.

The Equated Monthly Instalment is calculated on the reducing-balance method. The bank charges interest only on the outstanding principal each month, but because the EMI itself stays constant, the principal-to-interest split shifts steadily over the tenure. In the very first month, almost three-quarters of your EMI typically goes towards interest; by the last year, almost all of it reduces principal. This is why prepaying early in the loan has such a disproportionately large effect on your total interest cost. A ₹50,000 prepayment in year 2 of a 20-year home loan can save you over ₹1,50,000 in future interest, while the same prepayment in year 18 saves only a few thousand rupees.

Use this calculator to compare the impact of different tenures. A common mistake is to choose a longer tenure simply because the EMI looks smaller. On a ₹40 lakh home loan at 8.5%, switching from a 30-year tenure to a 20-year tenure raises the monthly EMI by around ₹4,000 but saves roughly ₹35 lakh in total interest. Run both scenarios and decide whether the lower monthly outflow is really worth the extra two decades of debt.

Interest rate is the second lever. A 0.5% reduction on a ₹50 lakh home loan over 20 years saves around ₹4 lakh. If your bank's rate has not been reset to current RBI repo levels, ask for a refresh — they are obliged to under the External Benchmark Lending Rate framework. For new loans, compare at least three lenders before signing; the headline rate matters far less than the spread above the benchmark, because the benchmark itself moves over time.

The principal is the lever you have the most direct control over. A bigger down payment shrinks the loan, the EMI and the total interest in proportion. On a property purchase, increasing your down payment from 20% to 30% on a ₹1 crore home cuts the loan by ₹10 lakh and saves around ₹13 lakh in interest at 8.5% over 20 years.

This EMI calculator works for every kind of loan: home loan, car loan, two-wheeler loan, personal loan, business loan and education loan. The formula does not care what the loan is for — only the principal, rate and tenure matter. Use the linked specific calculators for context-aware tips on each category. And whenever a bank quotes you an EMI, plug the numbers into this calculator to verify the math yourself; even regulated lenders occasionally make errors that cost the borrower lakhs.

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Disclaimer: The results provided by this calculator are for informational and educational purposes only. They do not constitute financial, investment, or tax advice. Please consult a certified financial advisor before making any financial decisions.