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EMI Calculator

Find the monthly instalment for any loan, plus how much of what you repay is interest. Enter the loan amount, annual interest rate and tenure. Results update instantly, with a full repayment schedule below.

₹10 lakh

Annual rate, applied monthly on the reducing balance.

60 monthly instalments. Decimals allowed, e.g. 2.5 years.

Your results

Monthly EMI
₹20,758
Exact: ₹20,758.36 · 5 years (60 instalments)
Total principal
₹10,00,000
Total interest
₹2,45,501
Total payment
₹12,45,501
Total payable₹12.46 L
Principal₹10,00,00080.3%
Interest₹2,45,50119.7%

Key insights

Based on the values you entered above. Updates as you change them.

  • For every ₹1 you borrow, you repay about ₹1.25 — interest adds 25% to the loan amount.
  • If the rate rises by 1 percentage point to 10.00%, your EMI goes up by ₹489 a month and total interest by ₹29,321.
  • Stretching the tenure by 5 years to 10 years lowers the EMI by ₹8,091 but adds ₹2,74,608 in interest.

Amortization schedule

How each payment splits between principal and interest. Early payments are mostly interest; later ones mostly principal. Years are loan years counted from your first EMI.

₹0₹62,500₹1.25 L₹1.88 L₹2.5 L12345Loan year
Principal paidInterest paid
Year-by-year breakdown of principal, interest and outstanding balance
YearPrincipalInterestTotal paidBalance
1₹1,65,830₹83,270₹2,49,100₹8,34,170
2₹1,81,386₹67,714₹2,49,100₹6,52,784
3₹1,98,401₹50,699₹2,49,100₹4,54,383
4₹2,17,013₹32,088₹2,49,100₹2,37,370
5₹2,37,370₹11,730₹2,49,100₹0

Figures are rounded to the nearest rupee for display. Lenders may round EMIs differently and the final instalment is adjusted so the balance reaches exactly zero.

How EMI is calculated

Almost every Indian lender uses the reducing-balance method: each month, interest is charged only on the principal still outstanding. The fixed instalment that repays the loan exactly over its tenure is:

EMI = P × r × (1 + r)n ÷ [(1 + r)n − 1]

  • P is the principal, the amount you borrow.
  • r is the monthly interest rate: the annual rate ÷ 12 ÷ 100. A 9% annual rate is 0.0075 per month.
  • n is the number of monthly instalments: tenure in years × 12.

If the interest rate is zero, the formula simply becomes P ÷ n. This calculator handles that case too.

Example: EMI on a ₹10 lakh loan at 9% for 5 years

  1. Monthly rate r = 9 ÷ 12 ÷ 100 = 0.0075
  2. Number of instalments n = 5 × 12 = 60
  3. (1 + r)n = 1.007560 ≈ 1.565681
  4. EMI = 10,00,000 × 0.0075 × 1.565681 ÷ 0.565681 ≈ ₹20,758
Summary of the ₹10 lakh example
Monthly EMI₹20,758
Total paid over 60 months₹12,45,501
Total interest₹2,45,501

In the very first month, interest is ₹10,00,000 × 0.0075 = ₹7,500, so only ₹13,258 of the EMI reduces your loan. By year five the picture reverses: of roughly ₹2.49 lakh paid that year, about ₹2.37 lakh is principal and only ₹11,730 is interest.

What affects your EMI

Loan amount

EMI rises in direct proportion to the amount borrowed. Double the loan and the EMI doubles, as long as rate and tenure stay the same. Borrowing less, through a larger down payment, is the most direct way to reduce both EMI and total interest.

Interest rate

Small rate differences add up. In the example above, a rate of 10% instead of 9% raises the EMI by about ₹489 a month and total interest by roughly ₹29,300. On longer loans, the same one-point difference costs far more because interest compounds over many more months.

Tenure

A longer tenure spreads repayment out and lowers the EMI, but you pay interest for longer. Stretching the ₹10 lakh loan from 5 to 7 years cuts the EMI to about ₹16,089 but raises total interest from ₹2.46 lakh to about ₹3.51 lakh.

Reading your amortization schedule

The schedule under the calculator shows, for every year or month, how much of your payments went to principal, how much to interest, and what you still owe. Use it to see how quickly you build equity, how much is still outstanding if you plan to prepay or refinance, and when principal starts to dominate your payments.

Tips to keep your EMI and interest under control

  • Keep EMIs within your budget. Many lenders look for total EMIs to stay within roughly 40–50% of take-home income. A lower ratio leaves room for emergencies.
  • Compare the rate type, not just the number. A “flat” rate charges interest on the original amount for the whole tenure and costs far more than the same reducing-balance rate.
  • Prepay early if you can. Extra payments in the first years cut the balance when interest is highest, so they save the most.
  • Look at total cost, not just EMI. Processing fees, insurance and prepayment charges all change what the loan really costs.

Taking a home loan? The Home Loan EMI Calculator adds quick amount presets and home-loan-specific guidance. For other loans, the Loan Calculator lets you enter tenure in months and shows interest as a share of the loan.

Frequently asked questions

What does EMI stand for?

EMI stands for Equated Monthly Instalment: a fixed amount you pay every month until the loan is repaid. Each EMI contains part interest and part principal, and the split changes every month even though the total stays the same.

Why is most of my early EMI going to interest?

Interest is charged on the outstanding balance. At the start the balance is at its highest, so the interest portion is largest. As you repay principal, the balance and the interest on it fall, so a growing share of each EMI goes to principal.

Does the EMI formula work for any type of loan?

It works for any loan with a fixed rate charged on a reducing balance and equal monthly payments. That includes most home, car, personal and education loans in India. It does not apply directly to flat-rate loans, interest-only loans, or loans with step-up or balloon payments.

Will my bank's EMI exactly match this calculator?

It should be very close. Small differences come from how the lender rounds the EMI, interest for a broken first period before your EMI date, and processing fees or insurance added to the loan. If the gap is large, ask whether the quoted rate is a flat rate.

Is it better to choose a lower EMI or a shorter tenure?

A shorter tenure means a higher EMI but much less total interest. A longer tenure lowers the EMI but increases total interest. Choose the shortest tenure whose EMI you can comfortably afford while keeping an emergency buffer.

Can I change my EMI after taking the loan?

Often yes. Part-prepayments can be used to reduce either the EMI or the remaining tenure, and on floating-rate loans a rate change usually adjusts the tenure or the EMI. Policies and charges vary by lender, so check your loan agreement.