Calculate the monthly payment, total interest and complete amortization schedule for a fixed-rate loan. Add a recurring overpayment to see how much time and modeled interest it could save.
Scheduled monthly payment—
Interest saved—
Time saved—
Contract schedule
Without overpayment
Repayment time—
Total interest—
Accelerated schedule
With overpayment
Repayment time—
Total interest—
—
—
Payment formula
The scheduled payment uses the standard annuity formula for equal monthly installments. Interest accrues monthly on the remaining principal.
Principal and interest by month
Amortization schedule
Month-by-month amortization schedule.
Payment
Total payment
Principal
Interest
Extra principal
Ending balance
The final payment can be smaller than the regular amount. Downloaded values use two decimal places and the selected currency is for display only.
How to read the result
An amortization schedule separates each payment into principal and interest.
Interest is calculated from the opening balance each month. The rest of the payment reduces principal, so the interest portion normally falls as the balance declines. A lower scheduled payment can still mean a higher total cost when the loan lasts longer.
Worked example
What the default example shows
For a $25,000 loan at a fixed 7.5% nominal annual rate over five years, the modeled scheduled payment is $500.95 and total interest is $5,056.92. Adding $100 every month repays the model in 49 months instead of 60 and reduces modeled interest to $4,043.31.
Those figures assume monthly compounding, payments at month end, no fees and every overpayment going directly to principal.
Method and limitations
The schedule is a transparent model, not a lender statement.
The calculator excludes origination charges, insurance, taxes, grace periods, variable rates, payment holidays, irregular payment dates and contractual penalties. Compare APR or APRC and the contract's total borrowing cost as well as the nominal rate used here.
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