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Home loan EMI calculator.

An estimate of the monthly instalment on a home loan after your down payment, and how it divides between principal and interest.

Estimated monthly EMI

₹ 1,73,565

On a loan of ₹ 2 Cr · 240 monthly instalments at 8.5% a year

Estimated monthly EMI: ₹ 1,73,565. On a loan of ₹ 2 Cr · 240 monthly instalments at 8.5% a year.

Principal · 48%
₹ 2,00,00,000
Interest · 52%
₹ 2,16,55,515
Total repaid on the loan
₹ 4,16,55,515
Down payment, paid upfront · 20%
₹ 50,00,000

This calculator gives an estimate for guidance only. It assumes a fixed rate for the whole tenure and leaves out processing fees, insurance, taxes and prepayments. The rate, eligibility and instalment for an actual loan are decided by the lender. It is not a loan offer or financial advice.

Year-by-year schedule

How each year's instalments divide between principal and interest, and the loan that remains at the end of it.

YearPrincipal repaidInterest paidLoan outstanding
1₹ 3,98,046₹ 16,84,730₹ 1,96,01,954
2₹ 4,33,229₹ 16,49,546₹ 1,91,68,725
3₹ 4,71,523₹ 16,11,253₹ 1,86,97,202
4₹ 5,13,201₹ 15,69,574₹ 1,81,84,000
5₹ 5,58,564₹ 15,24,212₹ 1,76,25,437
6₹ 6,07,936₹ 14,74,840₹ 1,70,17,501
7₹ 6,61,672₹ 14,21,104₹ 1,63,55,829
8₹ 7,20,157₹ 13,62,618₹ 1,56,35,672
9₹ 7,83,813₹ 12,98,963₹ 1,48,51,859
10₹ 8,53,095₹ 12,29,681₹ 1,39,98,765
11₹ 9,28,500₹ 11,54,275₹ 1,30,70,264
12₹ 10,10,571₹ 10,72,204₹ 1,20,59,693
13₹ 10,99,897₹ 9,82,879₹ 1,09,59,796
14₹ 11,97,118₹ 8,85,658₹ 97,62,678
15₹ 13,02,932₹ 7,79,844₹ 84,59,746
16₹ 14,18,099₹ 6,64,676₹ 70,41,647
17₹ 15,43,446₹ 5,39,329₹ 54,98,200
18₹ 16,79,873₹ 4,02,903₹ 38,18,327
19₹ 18,28,359₹ 2,54,417₹ 19,89,969
20₹ 19,89,969₹ 92,807₹ 0

How the estimate is worked out

The loan is the property value less the down payment. The instalment is the standard reducing-balance EMI: the loan amount multiplied by the monthly rate and by (1 + monthly rate) raised to the number of months, divided by the same power less one. The monthly rate is the annual rate divided by twelve.

Each instalment first pays that month's interest on what is still owed; the remainder reduces the loan. That is why the early years are mostly interest and the later years mostly principal.

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