Finance

Credit Card Payoff Calculator

Find how many months it takes to pay a card balance at a fixed monthly payment, and how much interest that costs. Free calculator.

Calculator

How it works

Interest is added monthly on the remaining balance.

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About the Credit Card Payoff Calculator

See how long a credit card balance takes to clear at a fixed monthly payment, and how much interest that route costs.

How to use it

Enter the balance, the card's annual rate and the monthly payment you plan to make.

Formula

Each month interest = balance × APR ÷ 12; the remainder of the payment reduces the balance

Worked example

A 5,000 balance at 18% cleared with 150 a month takes 47 payments, about 1,983.60 of interest.

Understanding your result

You get the number of payments, the total paid and the interest portion. The alert line appears when a payment cannot beat the monthly interest.

When it is useful

Common mistake

Assuming the rate never changes. If your APR moves, rerun the calculation.

When to use it

A credit card balance is a small loan with an unusually high rate, and the monthly statement hides how long it will last. This page takes the balance, the annual rate and the payment you intend to make, and returns the number of months, the total paid and the interest inside that total.

It is the tool for deciding which card to attack first, for setting a payment that clears a balance by a chosen month, and for seeing what a minimum-style payment really costs. It assumes the card is not used again and the rate never changes, so treat the result as an estimate rather than a promise. The card issuer sets the real rate, the minimum payment and any fees, and their terms and decision are the ones that count.

How the maths works

Each month the card charges interest of balance × APR ÷ 12. Your payment clears that interest first, and only the remainder reduces the capital. The loop repeats until the balance reaches zero, capped at 1,200 months.

That order is why a small payment can stall: at 18% on 5,000 the monthly interest is 75.00, so a payment of 75 leaves the balance untouched forever. The page refuses a payment at or below that line and tells you the figure it must beat.

A worked example

5,000 at 18% with a payment of 150 a month.

  1. Month 1 interest: 5,000 × 0.18 ÷ 12 = 75.00, so 75.00 goes to the balance, leaving 4,925.00.
  2. Month 2 interest: 4,925 × 0.015 = 73.88, so 76.13 reduces the balance.
  3. The gap widens slowly: after a year the balance is still above 3,900.
  4. Result: 47 payments, 6,983.60 paid in total, of which 1,983.60 is interest.

Payment against months

Monthly paymentPaymentsTotal interest
100944,311.18
150471,983.60
200321,313.96
25024989.13
30020797.17

All on the same 5,000 at 18%. Tripling the payment from 100 to 300 cuts the months from 94 to 20 and the interest by more than 3,500 — the relationship is nowhere near linear.

Common mistakes

  • Paying less than the monthly interest. The balance then grows instead of falling, and the page reports the minimum that would work.
  • Using the card while paying it off. New spending joins the balance and resets the clock; the estimate assumes a frozen card.
  • Forgetting that rates move. A promotional rate that ends in six months changes the whole schedule; rerun with the standard rate to see the difference.
  • Comparing balances rather than rates. A smaller balance at 29% can outlast a larger one at 12%; clear by cost of interest, not by size.

Keep exploring

Frequently asked questions

Why must the payment exceed the interest?

Interest is added every month. A payment below that month's interest lets the balance grow instead of shrink.

What if I raise the payment a little?

The payoff month drops sharply. Try a few figures and compare the months and interest.

Does it assume I stop using the card?

Yes. New spending and fees are not modelled.

How long does a 5,000 balance at 18% take with 150 a month?

47 payments, with 6,983.60 paid in total and 1,983.60 of interest.

And with 300 a month?

20 payments and 797.17 of interest: 5,797.17 in total, a saving of 1,186.43 against the 150 plan.

What is the smallest payment that works?

Anything above the monthly interest. At 18% on 5,000 that is 75.00, so 75 stalls forever and 76 barely moves.

Why does doubling the payment more than halve the time?

Because more of each payment reaches the capital, so later interest is charged on a smaller balance.

Does it include new spending?

No. The estimate freezes the card and the rate; any new purchase or rate change restarts the calculation.

Page reviewed 21 October 2026. Results are estimates for general information. See the methodology and disclaimer.

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Show your working

Every tool lists its formula and a worked example, so you can verify the answer yourself.

Understand the result

Each page explains how to read the result, when to use it and the mistakes to avoid.

Clear limits

Estimates are labelled as estimates. Read how we work on the methodology page.

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Financial estimates are illustrative and may exclude fees, taxes or other costs. Health-related estimates are not medical advice. See the disclaimer.