This calculator determines the financial benefit of making a lump-sum prepayment on your active loan. It shows the interest saved and the reduction in loan tenure (months saved) while keeping your monthly EMI the same.
engine_type: compiled | format: inr
- 1
Original Loan Amount (₹): Enter the initial loan amount you borrowed.
- 2
Interest Rate (%/year): Enter the annual interest rate of the loan.
- 3
Original Tenure (Years): Enter the original tenure in years.
- 4
EMIs Paid (months): Enter the number of monthly EMIs you have already paid.
- 5
Prepayment Amount (₹): Enter the lump-sum prepayment amount you plan to pay now.
- The Concept: When you make a lump-sum prepayment, the entire amount is directly subtracted from your outstanding principal balance. Because your principal drops instantly, the interest accrued in all subsequent months is lower. Keeping the EMI amount constant means your loan is paid off much faster.
- The Formula:
- Calculate outstanding balance after
n EMIs.
- Subtract prepayment amount from this balance to get the new outstanding principal.
- Recalculate the remaining tenure using the original EMI and the new outstanding principal:
Remaining Months = -log(1 - (New Principal × r) / EMI) / log(1 + r)
For example, you have a ₹30,00,000 loan at 8.5% interest for 20 years. Your monthly EMI is ₹26,035. After paying 24 EMIs (2 years), you make a prepayment of ₹5,00,000.
- Outstanding balance after 2 years = ₹28,52,560
- Balance after prepaying ₹5,00,000 = ₹23,52,560
- If you continue paying the same EMI of ₹26,035, the loan will be fully paid off in 129 more months instead of the remaining 216 months.
- Tenure saved = 216 - 129 = 87 months (7.25 years saved!)
- Total Interest Saved = ₹11,39,120