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Credit Card Payoff Calculator

See how long a credit card balance really takes to clear at a fixed payment versus the minimum payment — and exactly how much interest each path costs you in total. Runs entirely in your browser — your numbers never leave this device.

Payment type
Time to pay off
32 months (2 yrs 8 mos)
Paying $200.00 every month until the balance reaches zero.
Total interest
$1,313.97
Total paid
$6,313.97
Monthly payment
$200.00
Year-by-year summary
YearPaidInterestBalance left
Year 1$2,400.00$769.86$3,369.86
Year 2$2,400.00$450.96$1,420.82
Year 3$1,513.97$93.15$0.00

How it works

Each month: interest = balance × (APR / 1200); principal = payment − interest; balance = balance − principal | Minimum payment model used here: that month's interest + 1% of the balance, with a $25 minimum

A credit card balance shrinks only by the part of your payment that exceeds the month's interest. This calculator simulates the balance month by month at your APR: interest is charged on the current balance, your payment is applied, and the remainder carries forward. It reports the two numbers that matter — months to clear the balance and total interest paid — for any fixed monthly payment you choose.

The minimum-payment path is shown for contrast, using the common issuer model stated in the formula above: each month you pay that month's interest plus 1% of the balance, with a $25 floor. Because the payment falls as the balance falls, this path stretches for years and the interest column grows alarmingly — the worked example shows a $5,000 balance taking over 18 years and costing more in interest than the original debt. The model is stated openly because issuers' exact minimum formulas differ; if yours is different, the fixed-payment mode with your actual payment gives the reliable figure.

The honest edge cases are handled in words, not hidden. If a fixed payment is less than or equal to the first month's interest, the balance never falls and the calculator says so instead of returning a date. If it barely exceeds the interest, the payoff time is very long and the interest total very large — that is the correct answer, and seeing it is usually what motivates raising the payment.

Worked examples

$5,000 at 18% APR, paying $200 a month

Input
Balance = $5,000, APR = 18%, Fixed payment = $200/month
Working
Month 1: interest = 5,000 × 0.015 = $75.00, principal = 200 − 75 = $125, balance = $4,875. Repeating the simulation month by month, the balance reaches zero in month 32, and the interest charges sum to $1,313.97 (the final payment is smaller than $200).
Result
Debt-free in 32 months; total interest $1,313.97; total paid $6,313.97

The minimum-payment path on the same balance

Input
Balance = $5,000, APR = 18%, Payment = minimum (interest + 1% of balance, $25 floor)
Working
Month 1 payment = 75.00 interest + 50.00 (1% of 5,000) = $125, and the balance falls by only $50. Because each month's payment is recalculated on the smaller balance, the payment keeps shrinking. Simulating the full path: the balance takes 222 months to clear and the interest sums to $6,538.62.
Result
Debt-free in 222 months (about 18.5 years); total interest $6,538.62 — more than the original $5,000 balance

$3,000 at 24% APR, paying $150 a month

Input
Balance = $3,000, APR = 24%, Fixed payment = $150/month
Working
Month 1: interest = 3,000 × 0.02 = $60.00, principal = $90, balance = $2,910. Continuing the simulation, the balance clears in month 26 with interest totalling $869.64. Halving the payment would more than double the interest, because at 24% APR the early payments are heavily loaded with interest.
Result
Debt-free in 26 months; total interest $869.64

Frequently asked questions

Why does the minimum payment take so long?

Because it is designed to shrink with the balance: interest plus 1% of what you owe. On $5,000 at 18% APR the first minimum payment is $125 and only $50 of it reduces the debt. The fixed $200 payment in the first example clears the same balance in 32 months with $1,313.97 of interest; the minimum path takes 222 months and $6,538.62 of interest under the model stated on this page.

What if my payment is smaller than the monthly interest?

The balance never falls — it stands still if the payment exactly equals the interest, and grows if the payment is smaller. On $5,000 at 18% APR the first month's interest is $75, so any payment of $75 or less cannot clear the debt, and the calculator tells you that directly rather than inventing a payoff date.

Is the minimum payment model here the same as my card's?

Not necessarily — issuers use several formulas (a percentage of the balance, interest plus a percentage, or a flat percentage, each with different floors). This page states its model openly: interest + 1% of balance, $25 floor. To model your exact card, use the fixed-payment mode with the amount you actually pay each month.

Does paying twice a month change the result?

Slightly, in your favour: interest is usually calculated on the average daily balance, so paying earlier in the cycle reduces the average balance a little. This calculator models one payment per month, so its interest figure is a touch conservative compared with split payments — the months-to-clear figure is the reliable headline either way.

Should I pay off the card or save the money instead?

That is a personal decision this page does not make for you, but the arithmetic is stark: a card at 18–24% APR charges interest far faster than typical savings accounts pay it. The calculator's job is to give you the exact interest cost of each payment level so the trade-off is made with real numbers.

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