Education Loan EMI Calculator
Education loans usually begin repayment after a moratorium covering the course and a grace period. Enter the amount, rate and repayment tenure to see the EMI once repayment starts, and the total interest over the term.
A ₹15,00,000 loan at 10.5% over 10 years has an EMI of ₹20,240, and costs ₹9,28,853 in total interest.
Use the balance expected when repayment starts, including interest capitalised during the moratorium.
Monthly EMI
₹20,240
for 10 years
Principal
₹15,00,000
Total interest
₹9,28,853
Total payment
₹24,28,853
Principal vs interest
- Principal
- ₹15,00,000 (61.8%)
- Total interest
- ₹9,28,853 (38.2%)
Compare tenures
| Tenure | EMI | Total interest | Total payment |
|---|---|---|---|
| 5 years | ₹32,241 | ₹4,34,448 | ₹19,34,448 |
| 7 years | ₹25,291 | ₹6,24,445 | ₹21,24,445 |
| 10 years | ₹20,240 | ₹9,28,853 | ₹24,28,853 |
| 15 years | ₹16,581 | ₹14,84,573 | ₹29,84,573 |
Amortisation schedule
How each instalment splits between interest and principal.
Monthly EMI
₹20,240
10 years
- What it is:
- An education loan EMI calculator for the repayment period after the moratorium.
- What it calculates:
- The EMI once repayment starts, and the total interest over the repayment term.
Assumptions
- The tenure entered is the repayment period, not the course duration.
- Interest accruing during the moratorium should be added to the amount entered.
- Tax treatment of the interest is not modelled.
How it works
Repayment uses the same reducing-balance EMI as any other loan. The tenure you enter is the repayment period after the moratorium, not the course duration.
During the moratorium, interest usually accrues. If it is not serviced, it is added to the principal, so the amount you repay is larger than the amount disbursed. Enter that larger figure to see a realistic EMI.
Paying even the simple interest during the study period keeps the principal from growing and reduces the eventual EMI.
Formula
EMI = P x r x (1 + r)^n / ((1 + r)^n - 1)
- P
- = loan amount (principal)
- r
- = monthly interest rate = annual rate / 12 / 100
- n
- = tenure in months
At 0% interest the formula collapses to EMI = P / n, which is what no-cost EMI offers use.
Example calculation
A ₹15,00,000 education loan at 10.5% repaid over 10 years
- Loan amount
- ₹15,00,000
- Interest rate
- 10.5% a year
- Tenure
- 10 years
- Monthly EMI
- ₹20,240
- Total interest
- ₹9,28,853
- Total payment
- ₹24,28,853
Frequently asked questions
What is a moratorium period?
Should I service interest during the course?
Is education loan interest tax deductible?
What amount should I enter?
Related calculators
Further reading
- What Is FOIR, and Why Does It Decide Your Loan?FOIR is the single ratio that caps how much Indian lenders will sanction. What counts towards it, what does not, and how to move it.
- Short vs Long Loan Tenure: What It Really CostsA longer tenure lowers the EMI and raises the total by far more than most people expect. The actual numbers, and when the longer term is still right.
- What Happens If You Prepay a Loan?What a lump-sum prepayment does to an Indian loan, the choice between cutting the tenure and cutting the EMI, and when it is worth doing at all.
- How Much Loan Can You Get on Your Salary?How lenders turn your income into a loan amount, what FOIR means, and what else they check before sanctioning anything.
Reviewed by Pradipta Ray, Editor · Last updated