Econoπ

Credit Card Payoff Calculator

How to read the result

A result of 50+ years means the selected payment does not reliably amortize the balance within the model's cap. When the payment is viable, the chart shows the slow early decline caused by monthly interest.

New purchases, variable APR changes, fees and declining percentage-based minimum payments are excluded. Stop adding charges to the modeled balance if the goal is to use the displayed payoff date.

Payoff time, total interest and what paying extra does

Display unit only · no FX conversion

Time to pay off

3y 5m
Total interest$3,337
Total paid$10,137
First month's interest$142

Balance and interest

BalanceInterest paid
$6,800$5,100$3,400$1,700$0
Balance and interest
0 mo10 mo1y 9m2y 7m3y 5m

Paying extra

+$50/mo2y 7m$2,497 interest
+$100/mo2y 2m$2,006 interest
+$200/mo1y 7m$1,451 interest
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Paying off credit card debt

Card APRs above 20% compound against your balance every month. A modest increase in the monthly payment cuts both the payoff time and the total interest — this shows exactly how much.

How to use this calculator

  1. Use the statement balance, purchase APR and a fixed payment greater than the first month's interest.
  2. Test an affordable payment increase and compare both months saved and total interest avoided.
  3. For multiple cards, model each balance and choose either highest APR first or smallest balance first.

How to read the result

A result of 50+ years means the selected payment does not reliably amortize the balance within the model's cap. When the payment is viable, the chart shows the slow early decline caused by monthly interest.

What this estimate does not capture

New purchases, variable APR changes, fees and declining percentage-based minimum payments are excluded. Stop adding charges to the modeled balance if the goal is to use the displayed payoff date.

UNDERSTAND THE NUMBERS

The first payment may mostly cover interest

Fixed educational example · independent of your inputs above. $ means US dollars; these are not current rate quotes or return forecasts.

Start with a $5,000 balance at 24% APR and make no new purchases. Compare fixed monthly payments of $150 and $250. The model charges APR ÷ 12 on the opening monthly balance, then applies the payment.

Calculated comparison under the stated assumptions
Monthly paymentMonths to payoffTotal interest
$15056$3,322.09
$25026$1,449.36

What the difference tells you

The first month's interest is $100. A $150 payment reduces principal by only $50, whereas $250 reduces it by $150. That smaller balance then generates less interest in the next month. A $100 payment would not reduce the initial balance under these assumptions.

Before drawing a conclusion

Real statements may use daily balances, multiple APRs, fees and minimum payments that shrink with the balance. This comparison uses a fixed payment and excludes all new spending. It is not a forecast of your next statement.

A comparison to try

Try a payment just above the first month's interest and compare it with $50 more. Check whether the shorter schedule is still affordable without adding new purchases to the card.

Compare an installment-loan scenario →

References for this explanation

Prepared by EconoPi · examples and explanations reviewed September 19, 2026. Tables are our calculations under stated assumptions, not forecasts or recommendations by the referenced organizations.

Frequently asked questions

What happens if I only pay the minimum?

The tool uses a fixed dollar payment, not an issuer minimum that changes with the balance. If the payment is no greater than the first month's interest, the modeled balance does not decline.

How much faster if I add $50 a month?

The effect depends on your balance, APR and original payment. Compare the displayed months and interest with and without the extra $50 while assuming no new charges.

Which card should I pay off first?

Highest APR first (avalanche) minimizes interest; smallest balance first (snowball) keeps momentum.

Do balance transfers help?

A transfer can change the interest cost, but the fee, promotional duration and later rate all matter. This calculator assumes one constant APR, so it does not model a promotional-rate transition.

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All math runs in your browser and your inputs are never sent to a server. Settings are saved locally and share links encode the state in the URL. For information only — not investment or tax advice.