Kotak Mahindra Bank Home Loan EMI Calculator: 2026 Rates updated October 2026

Kotak Mahindra Bank Home Loan EMI Calculator: 2026

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Updated on Written by Ramandeep Sadana, Credit Expert with over 10 years of experience

The calculator above uses the standard reducing-balance formula. The figures below are worked at Kotak Mahindra Bank's current starting rate of 7.60% p.a.. Source: Kotak Mahindra Bank official rate page, checked 26 Oct 2026. Full rate card: Kotak Mahindra Bank home loan interest rate.

Kotak Mahindra Bank home loan EMI by loan amount and tenure

Loan amount10 years15 years20 years25 years30 years
₹20 lakh₹23,845₹18,654₹16,234₹14,910₹14,121
₹30 lakh₹35,767₹27,981₹24,352₹22,365₹21,182
₹40 lakh₹47,690₹37,308₹32,469₹29,820₹28,243
₹50 lakh₹59,612₹46,635₹40,586₹37,275₹35,304
₹75 lakh₹89,418₹69,953₹60,879₹55,913₹52,956
₹1 crore₹1,19,224₹93,270₹81,172₹74,551₹70,607

EMI at 7.60% p.a. Each ₹1 lakh borrowed costs ₹812 a month over 20 years.

Where a ₹50 lakh EMI goes, year by year

YearInterest paidPrincipal repaidBalance at year end
1₹3,76,192₹1,10,839₹48,89,161
2₹3,67,468₹1,19,563₹47,69,598
5₹3,36,958₹1,50,073₹43,51,428
10₹2,67,844₹2,19,187₹34,04,166
15₹1,66,901₹3,20,130₹20,20,659
20₹19,471₹4,67,561₹0

₹50 lakh at 7.60% over 20 years: EMI ₹40,586, total interest ₹47,40,627. In year 1, 77% of what you pay is interest.

What changes your EMI

On a ₹50 lakh, 20-year loanMonthly EMITotal cost
Rate rises 0.25% to 7.85%+₹771 a month+₹1,84,921 over 20 years
Tenure 30 years instead of 20−₹5,282 a month+₹29,68,719 more interest

The RBI raised the repo rate to 5.50% on 7 October 2026. Repo-linked floating loans reset at the bank's next reset date; prepaying a floating-rate loan carries no penalty for individual borrowers. Try the prepayment calculator.

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FAQs Related to This Calculator

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What is the Kotak Mahindra Bank Home Loan EMI Calculator?

The Kotak Mahindra Bank Home Loan EMI Calculator is a free online tool that computes your monthly EMI based on loan amount (up to ₹5 crore), interest rate (starting at 7.99% p.a.), and tenure (up to 25 years), using the formula EMI = [P × R × (1+R)^N] / [(1+R)^(N-1)].