Home Loan EMI Calculator

Calculate your home loan EMI, total interest, and amortisation schedule.

Loan Details

% p.a.
2000000
10000010000000
20 yrs
1 yrs30 yrs
8.5% p.a.
5% p.a.25% p.a.
Monthly EMI
₹17,356
Total Interest
₹21,65,552108.3% of principal
Total Payment
₹41,65,552

Principal vs Interest Breakup

Amortization Schedule (First 12 months of 240)

MonthEMIPrincipalInterestBalance
1₹17,356₹3,190₹14,167₹19,96,810
2₹17,356₹3,212₹14,144₹19,93,598
3₹17,356₹3,235₹14,121₹19,90,363
4₹17,356₹3,258₹14,098₹19,87,105
5₹17,356₹3,281₹14,075₹19,83,823
6₹17,356₹3,304₹14,052₹19,80,519
7₹17,356₹3,328₹14,029₹19,77,191
8₹17,356₹3,351₹14,005₹19,73,840
9₹17,356₹3,375₹13,981₹19,70,465
10₹17,356₹3,399₹13,957₹19,67,066
11₹17,356₹3,423₹13,933₹19,63,643
12₹17,356₹3,447₹13,909₹19,60,195
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What is Home Loan EMI Calculator?

Calculate your home loan EMI, total interest payable and complete month-by-month amortization schedule instantly Simply enter your values, and the calculator instantly computes accurate results using standard financial formulas. All calculations are performed entirely in your browser — nothing is stored or transmitted.

Reviewed and last updated on 31 July 2026 by the FinCalc Pro Editorial Team.

How the Home Loan EMI Is Computed

The home loan EMI uses the reducing-balance formula EMI = P × r × (1+r)^n / ((1+r)^n − 1), where r is the monthly rate (annual rate ÷ 12 ÷ 100) and n is the tenure in months. The critical word is "reducing balance": every month, interest is charged only on the outstanding principal, so the split between interest and principal shifts over the life of the loan.

In the first month of a ₹50 lakh loan at 8.5% for 20 years, your EMI of ₹43,391 contains roughly ₹35,417 of interest and only ₹7,974 of principal. By the final year, the same EMI is almost entirely principal. Banks provide a full amortization schedule precisely because borrowers need to see this shift to understand the true cost of a loan.

The True Cost of Choosing a Longer Tenure

A 30-year tenure at 8.5% for ₹50 lakh reduces the monthly EMI to about ₹38,452, but total interest balloons to roughly ₹88.4 lakh — nearly 1.8 times the loan amount. A 15-year tenure pushes the EMI up to about ₹49,243 but cuts total interest to roughly ₹38.6 lakh. The extra 1.2 crore of interest is the price of a ~₹10,000 lower EMI.

The calculator makes this trade-off explicit: compare any two tenures and you will see the EMI fall modestly while the total interest jumps dramatically. A disciplined approach is to pick the shortest tenure you can comfortably afford, or take a longer tenure and prepay aggressively from bonuses and increments.

Prepayment: The Most Effective Interest Saver

Part-prepayments attack the interest-heavy early years directly. A ₹2 lakh prepayment in year one of a ₹50 lakh loan at 8.5% saves roughly ₹8–10 lakh in interest over the loan's life if the bank reduces the tenure rather than the EMI. Banks in India, following RBI guidelines, allow prepayment of floating-rate home loans without penalty, so there is no cost barrier.

Use the Prepayment Calculator alongside this one: it shows how a one-time payment, or a modest monthly top-up (e.g., ₹2,000 extra each month), shortens the tenure and cuts total interest. In most cases reducing tenure, not EMI, is the financially superior choice when you prepay.

Reading the Result: What Actually Matters

Three numbers deserve attention: the EMI (your monthly cash flow), the total interest (the true cost), and the amortization schedule (how quickly you build equity in the home). Multiply the EMI by the tenure in months and you get the total repayment — the calculator displays this automatically.

Also factor in tax benefits: interest up to ₹2 lakh per year is deductible under Section 24(b), and the principal portion of the EMI qualifies under Section 80C. For a 30% taxpayer, the effective cost of an 8.5% loan drops by roughly 1–1.5 percentage points. Run the Home Loan Tax Benefit Calculator to see the post-tax picture before comparing with other investment opportunities.

Formula Used

EMI = P × r × (1+r)^n / ((1+r)^n − 1)

P = Principal loan amount | r = Monthly interest rate (Annual÷12÷100) | n = Loan tenure in months

How to Use This Calculator

  1. Enter your home loan amount in rupees
  2. Enter the annual interest rate offered by your bank
  3. Select loan tenure in years
  4. Click Calculate to see monthly EMI
  5. View complete amortization schedule month by month

Worked Example

Loan: ₹50,00,000 | Rate: 8.5% p.a. | Tenure: 20 years → EMI: ₹43,391 | Total Interest: ₹54,13,840 | Total Payment: ₹1,04,13,840

Why Use This Tool?

  • Know exact monthly outflow before taking a loan
  • Compare EMI across different banks and rates
  • See total interest cost over the loan tenure
  • Plan your home purchase budget accurately

Frequently Asked Questions

How is home loan EMI calculated?

EMI = P × r × (1+r)^n / ((1+r)^n − 1), where P = loan amount, r = monthly interest rate (annual rate÷12÷100), n = tenure in months.

How can I reduce my home loan EMI?

You can reduce EMI by making a larger down payment, choosing a longer tenure, negotiating a lower interest rate, or making part-prepayments to reduce the principal.

Does prepayment reduce EMI or tenure?

Most banks reduce tenure by default on prepayment, which saves more interest. Some banks allow you to choose between reducing EMI or tenure.

What is the maximum home loan tenure in India?

Most banks offer home loans up to 30 years tenure. Longer tenure reduces EMI but significantly increases total interest paid.

Explore more loan & emi calculators or try our other free financial tools.

Disclaimer: Results from this calculator are estimates for educational purposes only. Actual returns may vary due to market conditions and other factors. Please consult a SEBI-registered financial advisor before making investment decisions.

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About Home Loan EMI Calculator

Calculate your home loan EMI, total interest payable and complete month-by-month amortization schedule instantly

This calculator belongs to the Loan & EMI category. Explore more loan & emi calculators.

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