Loan payment example
This worked example shows how a $9,500 fixed-rate loan changes when the repayment plan includes $25 in extra principal each month. A modest extra payment like this one produces a gradual but real reduction in payoff time and total interest. A shorter original term already limits how much interest accrues, so extra payments here move the payoff date by less than they would on a longer loan.
Calculated answer
At 5.5% APR over 3 years, the required payment starts near $287 per month. Adding $25 extra each month produces an estimated payoff time of 33 months and about $71 in interest savings versus the baseline schedule.
Fixed monthly payment + optional extra principal = faster payoff and lower interest
The example uses the shared fixed-rate amortization math that powers the calculator, then recomputes the timeline after adding an extra monthly payment.
| Year | Contributions | Interest / Growth | Ending Balance |
|---|---|---|---|
| 1 | $9,785.39 | $277.71 | $9,777.71 |
| 2 | $10,053.81 | $521.96 | $10,021.96 |
| 3 | $10,327.00 | $755.70 | $10,255.70 |
Fixed-rate loans accrue interest on the remaining balance, so even modest extra payments can shorten the term and lower the total interest paid.
That makes worked examples useful when comparing whether a smaller monthly payment or a faster payoff better matches your budget.
This term is on the shorter end of what this cluster of examples models, which limits how much total interest is available for extra payments to save.
Use the full calculator to change the amount, APR, term, and extra payment.
Open the Loan Payment Calculator Browse All Loan Payment ExamplesYes. It models a standard fixed-rate loan with regular monthly payments, which makes it useful for many personal-loan or installment-loan scenarios.
No. It focuses on the financed amount, APR, term, and extra monthly payment only.
It's on the smaller end of the extra payments modeled across this cluster of examples, but it still compounds into real savings over the loan term.