KitnaEMI

₹10 Lakh Personal Loan EMI (Oct 2026)

The EMI on a ₹10 Lakh personal loan is ₹21,742/month at 11% for 5 years. You repay ₹13,04,545 in total, of which ₹3,04,545 is interest.

Monthly EMI₹21,742
Total interest₹3,04,545
Total payment₹13,04,545
Salary needed (approx.)₹43,485/mo

₹10 Lakh personal loan EMI by rate and tenure

Rate \ Tenure1 yr2 yr3 yr4 yr5 yr
10.5%₹88,149₹46,376₹32,502₹25,603₹21,494
11%₹88,382₹46,608₹32,739₹25,846₹21,742
12%₹88,849₹47,073₹33,214₹26,334₹22,244
14%₹89,787₹48,013₹34,178₹27,326₹23,268
16%₹90,731₹48,963₹35,157₹28,340₹24,318
18%₹91,680₹49,924₹36,152₹29,375₹25,393

Personal loan rates at banks currently start around 10–11% p.a. for salaried borrowers with strong credit and can exceed 20% at NBFCs and for lower scores. Highlighted cell = 11% for 5 years.

Calculate with your own rate

Can you afford it?

Banks generally keep all your EMIs under about half of your take-home pay. For ₹21,742 a month that means a net salary of around ₹43,485. Check your exact limit with the loan eligibility calculator.

Year-wise repayment at 11% for 5 years

YearPrincipalInterestBalance
1₹1,58,755₹1,02,154₹8,41,245
2₹1,77,126₹83,783₹6,64,120
3₹1,97,622₹63,287₹4,66,497
4₹2,20,491₹40,418₹2,46,006
5₹2,46,006₹14,903₹0

Frequently asked questions

What is the EMI on a ₹10 Lakh personal loan?
At 11% interest for 5 years, the EMI on a ₹10 Lakh personal loan is ₹21,742 per month. Depending on the rate (10.5–18%) and tenure (1–5 years), it ranges from about ₹21,494 to ₹91,680.
How much total interest will I pay on ₹10 Lakh?
Over 5 years at 11%, total interest is ₹3,04,545 and total repayment is ₹13,04,545. A shorter tenure raises the EMI but cuts total interest sharply.
What salary do I need for a ₹10 Lakh personal loan?
Most lenders cap total EMIs at about 50% of net monthly income. For an EMI of ₹21,742 you would need a take-home salary of roughly ₹43,485 a month. Existing EMIs reduce how much you can borrow.
How is the EMI calculated?
EMI = P × r × (1+r)^n ÷ ((1+r)^n − 1), where P is the loan amount, r is the monthly interest rate (annual rate ÷ 12 ÷ 100) and n is the number of monthly instalments. This is the reducing-balance method used by Indian banks.
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