Education loan EMI calculator
One question: how much will I actually owe each month after the course ends? Models the moratorium — the no-EMI grace window during the course and the first year after — with three explicit treatments for what happens to the interest that accrues while you’re not paying. Most casual calculators silently pick one assumption and hide the rest; this one shows the consequence of each on the same screen.
Moratorium model is a simplification of real lender contracts. Job-date-specific early repayment, subsidy schemes (e.g. India’s CSIS / Padho Pardesh), and partial disbursement schedules are out of scope. Country-specific repayment plans (US income-based, UK SLC Plan 1/2) are not modelled.
Simple interest accrues during course + grace; added to principal in one go when repayment starts.
Matches the typical India education-loan explanation (SBI/RBI scheme rules).
Same loan, three treatments — what each one costs
Year-by-year — opening balance, EMI, principal, interest, closing balance
| Year | Opening balance | EMI paid | Principal | Interest | Closing balance | % interest |
|---|---|---|---|---|---|---|
| Y1 | ₹30.0 lakhs | ₹4.76 lakhs | ₹1.84 lakhs | ₹2.92 lakhs | ₹28.2 lakhs | 61% |
| Y2 | ₹28.2 lakhs | ₹4.76 lakhs | ₹2.03 lakhs | ₹2.72 lakhs | ₹26.1 lakhs | 57% |
| Y3 | ₹26.1 lakhs | ₹4.76 lakhs | ₹2.25 lakhs | ₹2.51 lakhs | ₹23.9 lakhs | 53% |
| Y4 | ₹23.9 lakhs | ₹4.76 lakhs | ₹2.48 lakhs | ₹2.28 lakhs | ₹21.4 lakhs | 48% |
| Y5 | ₹21.4 lakhs | ₹4.76 lakhs | ₹2.74 lakhs | ₹2.02 lakhs | ₹18.7 lakhs | 42% |
| Y6 | ₹18.7 lakhs | ₹4.76 lakhs | ₹3.03 lakhs | ₹1.73 lakhs | ₹15.6 lakhs | 36% |
| Y7 | ₹15.6 lakhs | ₹4.76 lakhs | ₹3.34 lakhs | ₹1.41 lakhs | ₹12.3 lakhs | 30% |
| Y8 | ₹12.3 lakhs | ₹4.76 lakhs | ₹3.70 lakhs | ₹1.06 lakhs | ₹8.59 lakhs | 22% |
| Y9 | ₹8.59 lakhs | ₹4.76 lakhs | ₹4.08 lakhs | ₹0.68 lakhs | ₹4.51 lakhs | 14% |
| Y10 | ₹4.51 lakhs | ₹4.76 lakhs | ₹4.51 lakhs | ₹0.25 lakhs | ₹0.0 lakhs | 5% |
| Total | — | ₹47.6 lakhs | ₹30.0 lakhs | ₹17.6 lakhs | — | 37% |
Same loan, nearby rates — banks negotiate, rates change between offer and disbursement
- principal = loanAmount × unit = 20 × 100,000 = 2,000,000
- courseMonths = round(courseYears × 12) = round(4 × 12) = 48
- noEmiMonths = courseMonths + moratoriumMonths = 48 + 12 = 60
- monthlyRate = 10.0000% / 12 = 0.833333%/month
- repaymentMonths = round(tenureYears × 12) = 120
- moratoriumInterest = principal × annualRate × noEmiMonths/12 = 2,000,000 × 0.1000 × 60/12 = 1000000.00
- repaymentPrincipal = principal + moratoriumInterest = 2,000,000 + 1000000.00 = 3000000.00
- emi = P × r × (1+r)^N / ((1+r)^N − 1), with P=3000000.00, r=0.008333, N=120 → 39645.22
- repaymentInterest = emi × N − repaymentPrincipal = 39645.22 × 120 − 3000000.00 = 1757426.53
- totalPayment = emi × N = 4757426.53
- totalInterestPayable = totalPayment − originalPrincipal = 4757426.53 − 2,000,000 = 2757426.53
- Moratorium model is a simplification. Job-date-specific early repayment, subsidy schemes (e.g. India CSIS / Padho Pardesh), and partial disbursement schedules are not modelled in v1.
One deterministic kernel is reachable through public stateless REST. An MCP candidate exists behind an unpassed launch gate and is not publicly available.
calculate_education_loan_emiFive things worth knowing about education loan EMIs
Q01What is the moratorium, and why does it matter so much?+
Q02Why is "principal at repayment start" higher than my loan amount?+
Q03Should I pay interest during the moratorium?+
Q04Does this work for US/UK student loans?+
Q05Why don’t I just divide the loan by the months?+
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