EMI for a ₹20 Lakh home loan

A ₹20 Lakh home loan at 8.5% for 20 years costs about ₹17,356 a month, with roughly ₹21.66 L paid in interest over the full tenure. Change the rate and tenure below to match your own offer.

Last updated: 10 September 2026

₹1L₹10 Cr
%
5%15%
years
1 yr30 yrs
Monthly EMI
Total interest
Total repayment
Income needed
EMI ≈ 40% of take-home

Outstanding balance at the end of each year.

Amortization schedule (year by year)

What a ₹20 Lakh home loan really costs

A ₹20 lakh home loan is typical for a first apartment in a tier-2 or tier-3 city, or a modest top-up on an existing property. It is one of the few loan sizes where a shorter tenure stays genuinely affordable, which can save several lakh in interest.

The table below shows the monthly EMI for a ₹20 Lakh loan at the rates lenders are realistically quoting, across every common tenure. Find your offered rate along the top and your tenure down the side.

Tenure 8%8.5%9%9.5%
10 years ₹24,266₹24,797₹25,335₹25,880
15 years ₹19,113₹19,695₹20,285₹20,884
20 years ₹16,729₹17,356₹17,995₹18,643
25 years ₹15,436₹16,105₹16,784₹17,474
30 years ₹14,675₹15,378₹16,092₹16,817

Monthly EMI on a ₹20 Lakh loan, reducing-balance method.

Total interest by tenure

The EMI is only half the story. Stretching the tenure lowers the monthly figure but raises what the loan costs in total — often dramatically:

Tenure at 8.5%Monthly EMITotal interestTotal repaid
10 years ₹24,797 ₹9.76 L ₹29.76 L
15 years ₹19,695 ₹15.45 L ₹35.45 L
20 years ₹17,356 ₹21.66 L ₹41.66 L
25 years ₹16,105 ₹28.31 L ₹48.31 L
30 years ₹15,378 ₹35.36 L ₹55.36 L

What salary do you need?

Lenders generally want your total EMIs to stay within 40–50% of net monthly income. For a ₹20 Lakh loan at 8.5% over 20 years, that points to a take-home income of roughly ₹45,000–55,000 a month, assuming you carry no other significant EMIs. A co-applicant's income can be combined to improve eligibility, which is why joint applications are common.

How the EMI is calculated

EMI = P × r × (1 + r)n / ((1 + r)n − 1)
  • P — ₹20 Lakh, the loan amount
  • r — monthly rate = annual rate ÷ 12 ÷ 100
  • n — tenure in months

This is the reducing-balance method every Indian bank and housing finance company uses: interest each month is charged only on the outstanding principal, which falls with every payment.

Reducing what you pay

  • Prepay in the early years. The interest share of each EMI is highest at the start, so early prepayments buy far more than late ones.
  • Keep the EMI, cut the tenure. When you prepay, choosing to shorten the tenure rather than reduce the EMI saves substantially more interest.
  • Negotiate or transfer. Floating-rate home loans for individuals carry no prepayment or foreclosure penalty under RBI rules, so a balance transfer to a cheaper lender is always on the table.
  • Compare on the reducing-balance rate, never a flat rate — a 10% flat rate is roughly equivalent to 18–19% reducing balance.

Frequently asked questions

What is the EMI for a ₹20 lakh home loan for 20 years?

At 8.5% p.a. the EMI is about ₹17,356 a month. Over the full tenure you repay roughly ₹41.7 lakh, of which about ₹21.7 lakh is interest — slightly more than the amount you borrowed.

What salary is needed for a ₹20 lakh home loan?

Most lenders cap EMIs at roughly 50% of net monthly income, so a ₹17,356 EMI generally needs a take-home salary of about ₹45,000–55,000, assuming you have no other significant loans. Existing EMIs reduce your eligibility rupee for rupee.

Should I take a ₹20 lakh loan for 10 years or 20 years?

A 10-year tenure at 8.5% costs about ₹24,797 a month — ₹7,441 more than the 20-year EMI — but total interest falls from roughly ₹21.7 lakh to about ₹9.8 lakh. If the higher EMI fits comfortably, the shorter tenure saves nearly ₹12 lakh.

How much interest do I save by prepaying?

Substantially, if you prepay early. Paying one extra EMI a year on a ₹20 lakh, 20-year loan typically shortens it by around three years and saves several lakh in interest, because early prepayments attack the principal while the interest component is at its highest.