How to Use
- Enter loan details
Input the loan amount, annual interest rate (%), and loan term (years).
- Choose repayment type
Select fixed-payment (amortization) or fixed-principal repayment method.
- View results
See monthly payment, total interest, and full amortization schedule.
What is loan repayment?
Loan repayment is the process of paying back the borrowed principal plus interest in installments over an agreed term. The two most common structures are the equal-payment (amortizing) method, where you pay the same amount every month, and the equal-principal method, where the principal is split evenly and interest is charged on the shrinking balance.
The real difference between the two
- Equal payment: the monthly amount stays constant, which makes budgeting easy, but interest dominates the early payments, so you pay more total interest.
- Equal principal: early payments are higher but shrink over time, and the total interest is lower, which is an advantage on long-term loans.
Use it to estimate the monthly burden of a mortgage or personal loan ahead of time and to judge whether it fits comfortably within your budget.
Calculation Formula
Monthly payment formula for the equal-payment (amortizing) method:
M = P × r × (1+r)^n / [(1+r)^n − 1]
P is the loan principal, r is the monthly interest rate (annual rate ÷ 12), and n is the total number of payment months. For example, borrowing 100,000 (P) at 5% per year (monthly r = 0.004167) over 30 years (n = 360) gives a monthly payment of about 536.82 and total interest of about 93,255.
The equal-principal method adds the fixed principal P÷n to the interest on the remaining balance (remaining principal × r) each month. The first month is 277.78 + 416.67 = about 694.44, but it falls every month, so the total interest is lower, at about 75,210.