Early loan payoff
How many months and how much interest an extra monthly payment saves on any fixed-rate loan.
CALCULATOR · MONEY · DEBT
An extra $100 a month on a $25,000 loan at 7.5% APR cuts 14 months off the term and saves $1,140.00 in interest — new payoff March 2031. Extra payments attack the term, not the monthly bill. See exactly what yours save below.
How many months and how much interest an extra monthly payment saves on any fixed-rate loan.
Extra payments shorten the term; the monthly bill stays the same. Baseline: 67 payments of $460 = $30,820.00 total, $5,820.00 of interest. With $100/month extra: 53 payments of $560 = $29,680.00 total, $4,680.00 of interest. Saved: 14 months + $1,140.00 interest — new payoff March 2031. Every extra dollar skips future interest at 7.5%.
Defaults: $25,000 balance, 7.5% APR, $460/month, $100 extra. Monthly rate: 0.075 ÷ 12 = 0.00625. Baseline term: ceil(−ln(1 − 0.00625 × 25,000 ÷ 460) ÷ ln(1.00625)) = 67 payments; total $30,820.00, interest $5,820.00. With extra: payment becomes $560; ceil(−ln(1 − 0.00625 × 25,000 ÷ 560) ÷ ln(1.00625)) = 53 payments; total $29,680.00, interest $4,680.00. Months saved: 67 − 53 = 14; interest saved: $5,820.00 − $4,680.00 = $1,140.00.
Branch — $0 extra (baseline): 67 payments, $5,820.00 of total interest, payoff 67 months out. This is the price of minimum payments: nothing saved, nothing accelerated.
Branch — $300 extra: payment becomes $760; term falls to 37 payments; total $28,120.00, interest $3,120.00. Saved: 30 months + $2,700.00 interest — triple the extra payment more than doubles the savings because later payments are almost all interest you now skip.
| Output | Formula | What it means |
|---|---|---|
| Baseline term | ceil(−ln(1 − r·balance/payment) ÷ ln(1 + r)) | 67 payments at the defaults — the standard amortization term. |
| Baseline total interest | term × payment − balance | $5,820.00 — what the loan costs you if you never pay extra. |
| Months saved | baseline term − accelerated term | 14 months at $100 extra. |
| Interest saved | baseline interest − accelerated interest | $1,140.00 at $100 extra — the return on the extra payments. |
| New payoff date | today + accelerated term months | March 2031 — when the final accelerated payment lands. |
Math uses standard amortization with monthly compounding: term = ceil(−ln(1 − r·B/P) ÷ ln(1+r)), rounded up to whole payments. Honest limits: it assumes extra payments are applied to principal (most lenders do; some hold them as "paid ahead" — confirm), a fixed rate and fixed payment (variable-rate and income-driven plans behave differently), and no prepayment penalties (rare on consumer loans, common enough on some mortgages to check). The payoff date counts from today; the final payment is usually smaller than a full payment, which this rounds up conservatively.
Bright Side Kit. "Early Loan Payoff." https://brightoolbox.com/early-loan-payoff/ Accessed October 23, 2026.To principal — that is what this calculator assumes, and it is what most lenders do when you mark a payment "principal only." Some lenders instead hold it as "paid ahead," which shortens nothing; check your loan terms, because the $1,140.00 savings only exist when the extra attacks principal.
It shortens the term. Your required payment stays $460; you just stop paying 14 months sooner. Lenders do not lower your monthly bill for paying extra — the term collapses instead, which is why the $1,140.00 in interest disappears.
Today plus the accelerated term: 53 months from now is March 2031. The final payment is usually smaller than a full $560 — this calculator rounds up conservatively, so the real last payment lands slightly cheaper.
On most auto and personal loans, no — penalties are rare. Some mortgages (especially certain adjustable and subprime products) do charge them. Check your promissory note for "prepayment" before accelerating; a penalty can erase the savings this page computes.
Because amortization rounds up to whole payments: the exact formula gives 66.08 months, and you cannot make 0.08 of a payment — so the loan needs a 67th payment. The $30,820.00 baseline total uses all 67 payments, which is the number your lender would show.
Both shorten the term, but differently: biweekly half-payments make 26 half-payments = 13 full payments a year — one stealth extra payment annually. An explicit $100/month extra ($1,200/year) beats the biweekly trick's one extra $460 payment for most loan sizes. Run both through this calculator and compare the months-saved tiles.