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Loan EMI Calculator

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Loan amountCurrencyInterest rate per year%TermyrsExtra monthsmoAdded on top of the years above

Year-by-year amortization, rounded to whole units for readability
Year	Principal paid	Interest paid	Total paid	Balance left
1	₹8,805	₹47,123	₹55,928	₹491,195
2	₹9,679	₹46,249	₹55,928	₹481,517
3	₹10,639	₹45,289	₹55,928	₹470,878
4	₹11,695	₹44,233	₹55,928	₹459,183
5	₹12,856	₹43,072	₹55,928	₹446,327
6	₹14,132	₹41,796	₹55,928	₹432,195
7	₹15,534	₹40,394	₹55,928	₹416,661
8	₹17,076	₹38,852	₹55,928	₹399,585
9	₹18,771	₹37,157	₹55,928	₹380,815
10	₹20,634	₹35,294	₹55,928	₹360,181
11	₹22,681	₹33,246	₹55,928	₹337,500
12	₹24,932	₹30,995	₹55,928	₹312,567
13	₹27,407	₹28,521	₹55,928	₹285,160
14	₹30,127	₹25,801	₹55,928	₹255,033
15	₹33,117	₹22,811	₹55,928	₹221,916
16	₹36,404	₹19,524	₹55,928	₹185,513
17	₹40,017	₹15,911	₹55,928	₹145,496
18	₹43,988	₹11,939	₹55,928	₹101,507
19	₹48,354	₹7,574	₹55,928	₹53,153
20	₹53,153	₹2,775	₹55,928	₹0

How it works

Loan EMI Calculator: Payment and Amortization

Enter the amount, the annual interest rate and the term to get the monthly EMI, the total interest you will pay and a full year-by-year amortization schedule.

What this does

EMI from the amount and the annual rate, over a term of years plus any extra months
Total interest and total repaid, with interest as a share of the amount borrowed
Yearly schedule walked month by month, the last payment trimmed to clear the balance exactly

FAQ

The reducing-balance standard: EMI = P × r × (1 + r)ⁿ ÷ ((1 + r)ⁿ − 1), where P is the principal, r is the monthly rate as a decimal (annual rate ÷ 12 ÷ 100) and n is the number of monthly payments. Every lender quoting a fixed equated instalment uses the same equation, so the payment should match a sanction letter to the rupee. What sits outside it: processing fees, credit insurance, tax on the interest component, and interest running from the disbursal date rather than the first instalment. There is no prepayment or part-payment field either, so the schedule assumes you pay exactly the EMI every month. Expect a quoted APR to land a little above this figure.

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