₹1 Crore Home Loan EMI Calculator
The exact EMI for a ₹1 Crore home loan at every common interest rate and tenure — calculated with the same RBI-aligned reducing-balance formula your bank uses. Free, no sign-up, no phone number.
EMI (9%, 20 yrs)
₹89,973
per month
Total Interest
₹1.2Cr
over 20 years
Min. Salary Needed
₹1,79,945
net monthly income
EMI for ₹1 Crore at Different Rates and Tenures
Each cell shows your monthly EMI. Pick the closest combination to what your bank has offered.
| Rate / Tenure | 15 yrs | 20 yrs | 25 yrs | 30 yrs |
|---|---|---|---|---|
| 8.5% | ₹98,474 | ₹86,782 | ₹80,523 | ₹76,891 |
| 9% | ₹1,01,427 | ₹89,973 | ₹83,920 | ₹80,462 |
| 9.5% | ₹1,04,422 | ₹93,213 | ₹87,370 | ₹84,085 |
Total Interest You'll Pay on a ₹1 Crore Loan
The EMI is the same every month, but interest is heavily front-loaded. Here's the total interest cost for each tenure at 9% — the longer the tenure, the more you pay overall.
15-year tenure
EMI ₹1,01,427
Total interest: ₹82.6L
20-year tenure
EMI ₹89,973
Total interest: ₹1.2Cr
25-year tenure
EMI ₹83,920
Total interest: ₹1.5Cr
30-year tenure
EMI ₹80,462
Total interest: ₹1.9Cr
One Part Payment Could Save You ₹38.9L
Take this ₹1 Crore loan at 9% for 20 years. If you make a single part payment of ₹10.0L(10% of the principal) in year 3 — say, from your bonus — you'd save ₹38.9L in interest and become debt-free roughly 5 years sooner. RBI rules mean zero prepayment penalty on floating-rate home loans.
Simulate part payments on this loan →How the EMI is Calculated for a ₹1 Crore Home Loan
Every Indian bank uses the same reducing-balance EMI formula: EMI = [P × R × (1+R)^N] / [(1+R)^N − 1]. For a ₹1 Crore loan, P = ₹1,00,00,000, R is your monthly rate (annual ÷ 12 ÷ 100), and N is your tenure in months. That means an 8.5% rate gives you a monthly R of 0.7083% and a 240-month tenure for a 20-year loan.
Salary You Need for a ₹1 Crore Home Loan
Most banks limit your total EMI obligations to 40–50% of your net monthly income (FOIR). For a ₹1 Crore loan at 9% over 20 years, the EMI of ₹89,973 means you typically need a take-home of at least ₹1,79,945/month — roughly an annual gross income of ₹28,07,145 after factoring in deductions and other obligations. Use our home loan eligibility calculator for a precise number based on your salary, age, and existing EMIs.
Tax Benefits Available on This Loan
Under Section 24(b), you can claim up to ₹2,00,000 per year on home loan interest paid (self-occupied property, old tax regime). Under Section 80C, principal repayment up to ₹1,50,000 is deductible. For a ₹1 Crore loan in early years where interest dominates the EMI, the Section 24 cap will likely be the binding limit. Run the numbers in our tax benefit calculator.
Frequently Asked Questions
- What is the EMI for a ₹1 Crore home loan?
- The EMI for a ₹1 Crore home loan depends on the interest rate and tenure. At 9% for 20 years, the EMI is approximately ₹89,973. At 8.5% for 30 years, it drops to ₹76,891. Use the calculator on the homepage to see your exact EMI for any rate and tenure combination.
- What salary do I need for a ₹1 Crore home loan?
- As a thumb rule, your EMI should not exceed 50% of your net monthly income. For a ₹1 Crore loan at 9% for 20 years, the EMI is around ₹89,973, which means your minimum monthly take-home should be about ₹1,79,945 (annual income of around ₹21,59,342). Banks typically use a similar FOIR (Fixed Obligations to Income Ratio) of 40-50% when assessing eligibility.
- Can I prepay my ₹1 Crore home loan without penalty?
- Yes. RBI mandates that floating-rate home loans in India have zero prepayment penalty. You can make part payments any time and reduce either your tenure or your EMI. For a ₹1 Crore loan, even a 10% part payment in year 3 can save you over ₹38.9L in interest and cut around 5 years off your tenure.
- Is it better to reduce EMI or tenure after part payment?
- Reducing tenure almost always saves more interest because you pay off principal faster. Reducing EMI improves monthly cash flow but you continue paying interest for the original tenure. For most ₹1 Crore borrowers, keeping the EMI the same and shortening tenure is the math-optimal choice.
- How is the EMI calculated for a home loan?
- The standard formula is EMI = [P × R × (1+R)^N] / [(1+R)^N − 1], where P is the principal (₹1 Crore in your case), R is the monthly interest rate (annual rate ÷ 12 ÷ 100), and N is the tenure in months. This is the same reducing-balance formula every Indian bank uses, so your EMI will match your bank statement to the rupee.