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Repayment6 min read, last reviewed 1 October 2026

How your EMI is calculated.

The reducing-balance formula in plain English, a worked example you can check with a calculator, and the things that move an EMI up or down.

Where each EMI goesEXAMPLE
Month 1 interest
₹1,500
Month 12 interest
₹135
₹1,00,000 · 18% a year (example rate) · 12 EMIs of ₹9,168

What an EMI is

An EMI, or equated monthly instalment, is the fixed amount you pay every month until a loan is repaid. Each EMI does two jobs: it pays the interest due for that month, and whatever is left over reduces what you owe, called the principal.

The EMI stays the same, but the balance shrinks, so the split between interest and principal changes from one month to the next.

Reducing balance, in one idea

On a reducing-balance loan, each month's interest is worked out only on the principal you still owe, not on the original amount. Early on the balance is large, so more of the EMI goes to interest. As you repay, the interest part falls and more of every EMI goes to principal.

In the example of ₹1,00,000 at 18% a year over 12 months, interest is about 16% of the first EMI and about 1% of the last.

The formula

Lenders use the same standard formula for a reducing-balance EMI:

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

P
The loan amount (principal)
r
Monthly rate = annual rate ÷ 12 ÷ 100
n
Number of monthly instalments

If the rate is zero, the EMI is simply P ÷ n.

A worked example

Example numbers only: not a TrustLender rate or offer

Say you borrow ₹1,00,000 at 18% a year for 12 months.

  1. Monthly rate: r = 18 ÷ 12 ÷ 100 = 0.015
  2. Growth factor: (1 + r)n = 1.01512 ≈ 1.19562
  3. EMI = 1,00,000 × 0.015 × 1.19562 ÷ 0.19562 ≈ ₹9,168
  4. 12 × ₹9,168 ≈ ₹1,10,016 repaid in total, of which about ₹10,016 is interest.
Rounded to the nearest rupee. Months 4–11 follow the same pattern.
MonthOwed at startInterestPrincipalOwed after
1₹1,00,000₹1,500₹7,668₹92,332
2₹92,332₹1,385₹7,783₹84,549
3₹84,549₹1,268₹7,900₹76,649
Months 4 to 11
12₹9,033₹135₹9,033₹0

Same loan, different tenure

Over 12 months:

EMI
₹9,168
Total interest
₹10,016
Total repaid
₹1,10,016

A longer tenure lowers each EMI but increases the total interest you pay.

What changes your EMI

  • The amountEMI moves in direct proportion: borrow twice as much at the same rate and tenure, and the EMI doubles.
  • The interest rateA higher rate raises both the EMI and the total interest over the loan.
  • The tenureLonger means a smaller EMI but more interest in total, as the example above shows.
  • PrepaymentPaying principal early shrinks the balance interest is charged on. Depending on the lender, later EMIs fall or the tenure shortens.
  • How often you repayDaily or weekly schedules split repayment into many smaller instalments and can be calculated differently. Compare the total repayable and the APR, not the size of one instalment.

What TrustLender shows you before you sign

Interest is charged on the reducing balance at the rate in your offer and Key Fact Statement. Interest, fees and the total you repay are on screen before you apply, and again in your Key Fact Statement before you sign.

  • The amount, EMI, interest, fees and total repayment
  • Every EMI and due date before you sign
  • The Key Fact Statement to read: nothing is final until you accept
  • Prepay any time without a prepayment penalty

Your offer

EMI & due dates
In your offer
Interest
In your offer
Processing fee & GST
Shown before you accept
Total you repay
In the KFS
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