$$E = P \cdot \frac{r(1+r)^n}{(1+r)^n-1}$$
Where $r$ is monthly interest rate and $n$ is tenure in months.
Emi Engine
Standalone Financial Module
Loan EMI
Loan Repayment Planner
₹
%
Yrs
Monthly EMI
₹21,696
Loan Breakdown
Cost of Borrowing
Total Amount Payable
₹52.07 Lakh
Principal Amount
₹25.00 Lakh
Total Interest
₹27.07 Lakh
Principal (48%)Interest (52%)
Amortization Formula
Debt Management
The EMI Strategy
Tenure Impact
Increasing tenure lowers your EMI but significantly increases the total interest you pay. Always aim for the shortest tenure your budget allows.
Rate Sensitivity
Even a 0.5% difference in interest rates can save you lakhs of rupees over 20 years. Always shop around for the best rates.
Prepayment Power
Making an extra EMI payment every year can reduce a 20-year loan by nearly 3 years. Focus on reducing principal early in the tenure.