Loan Interest Calculator
The EMI tells you what you pay each month. This tells you what the loan actually costs — and what you would save by shortening it.
Last updated
Total interest you will pay
₹13,19,407
That is 88% of the amount you borrowed
Where your repayments go
- Principal: ₹15,00,000
- Interest: ₹13,19,407
- Monthly EMI
- ₹15,663.37
- Total amount repaid
- ₹28,19,407
- Interest share of repayment
- 46.8%
If you took 10 years instead
- EMI would be₹3,746 more each month
- ₹19,409.63
- Total interest would be
- ₹8,29,156
- Interest saved
- ₹4,90,251
- Assumes a fixed rate for the full tenure, no prepayment, and no fees or insurance financed into the loan.
How the balance falls, year by year
| Year | Principal paid | Interest paid | Balance left |
|---|---|---|---|
| 1 | ₹47,493 | ₹1,40,467 | ₹14,52,507 |
| 2 | ₹52,207 | ₹1,35,754 | ₹14,00,300 |
| 3 | ₹57,388 | ₹1,30,572 | ₹13,42,912 |
| 4 | ₹63,084 | ₹1,24,877 | ₹12,79,829 |
| 5 | ₹69,345 | ₹1,18,616 | ₹12,10,484 |
| 6 | ₹76,227 | ₹1,11,734 | ₹11,34,257 |
| 7 | ₹83,792 | ₹1,04,168 | ₹10,50,465 |
| 8 | ₹92,108 | ₹95,852 | ₹9,58,357 |
| 9 | ₹1,01,250 | ₹86,711 | ₹8,57,107 |
| 10 | ₹1,11,299 | ₹76,662 | ₹7,45,809 |
| 11 | ₹1,22,345 | ₹65,616 | ₹6,23,464 |
| 12 | ₹1,34,487 | ₹53,473 | ₹4,88,977 |
| 13 | ₹1,47,835 | ₹40,126 | ₹3,41,142 |
| 14 | ₹1,62,507 | ₹25,454 | ₹1,78,635 |
| 15 | ₹1,78,635 | ₹9,325 | ₹0 |
How this calculator works
Most loan calculators answer "what will I pay each month?". This one answers the question that decides whether a loan is worth taking: what does the borrowing itself cost, and how much of that is avoidable?
The total interest on a reducing-balance loan is simply the sum of all instalments minus the amount borrowed. What makes it surprising is how steeply it rises with tenure. Doubling the tenure of a long loan can more than double the interest, because you are borrowing the same principal for twice as long and the balance falls more slowly throughout.
The comparison panel exists because the trade-off is rarely obvious from the EMI alone. A shorter tenure raises the monthly payment by a modest amount and cuts total interest by a large one. Seeing both figures side by side is usually more persuasive than any general advice.
The formula
Total interest
Total interest = (EMI × number of instalments) − principal
Because the EMI is fixed and the tenure is known, total interest falls straight out of the instalment. The year-by-year table is built by running the actual amortisation, so the final instalment absorbs rounding exactly as a lender’s schedule does.
Interest in any single month
Interest this month = outstanding balance × (annual rate ÷ 12 ÷ 100)
This is why prepaying early saves so much more than prepaying late: it removes principal that would otherwise have been charged interest for many remaining months.
Worked example: ₹15 lakh at 9.5% — 15 years versus 10
Sanjay is offered ₹15,00,000 at 9.5%. He is deciding between a 15-year and a 10-year tenure.
| Loan amount | ₹15,00,000 |
|---|---|
| Rate | 9.5% a year |
| EMI over 15 years | ₹15,663 |
| Total interest over 15 years | ₹13,19,377 |
| EMI over 10 years | ₹19,410 |
| Total interest over 10 years | ₹8,29,157 |
| Extra paid each month for the shorter loan | ₹3,747 |
| Interest saved | ₹4,90,220 |
Paying ₹3,747 more a month for ten years costs Sanjay about ₹4.5 lakh in extra instalments during that period, and saves him roughly ₹4.9 lakh in interest while ending the loan five years sooner. Whether that trade is right depends entirely on whether the higher instalment is comfortable.
Things worth knowing
- Interest is front-loaded. On a 20-year loan, well over half of everything paid in the first five years is interest — which is precisely why early prepayment is so effective.
- The comparison assumes the rate is the same for both tenures. Lenders sometimes price longer tenures slightly higher, which widens the gap further.
- Fees, insurance premiums bundled into the loan, and GST on charges are excluded here. They can add a meaningful amount to the true cost, especially on smaller loans.
- On a floating-rate loan, the total interest shown is a projection at today’s rate. If the benchmark rises and the lender extends the tenure rather than raising the EMI, the actual interest paid will be higher than this figure.
- A loan that looks cheap because the EMI is small is often the most expensive one available. Compare total interest, not instalments.
Frequently asked questions
Why is so much of my early EMI going to interest?
Is it better to reduce the EMI or the tenure when I prepay?
Does the total interest change if I pay a few days late?
How do I compare two loan offers properly?
Sources
Every figure on this page is traceable to the official source below. If a source has changed since the date shown, please tell us and we will correct it.
- Reserve Bank of India · Last verified 9 August 2026
Lending norms, the external benchmark framework and the policy repo rate.