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Credit Card Payoff Calculator

Find out exactly how long it takes to pay off your balance — and how much interest you'll burn through along the way.

Your Situation
Current card balance
Annual Percentage Rate
Minimum $10
Months to Pay Off
Time to Pay Off
Total Interest Paid
Total Amount Paid
Monthly Payoff Schedule
Month Payment Principal Interest Remaining Balance
What if you pay more each month?
Monthly Payment Months Time Total Interest Interest Saved Months Saved

How Credit Card Interest Works

Credit cards charge interest daily. Your APR is divided by 365 to get a daily periodic rate, then multiplied by your balance each day. At the end of the billing cycle, that accumulated interest gets added to your balance — and if you don't pay it off, next month's interest accrues on a larger number.

This calculator uses monthly compounding (APR / 12) for simplicity, which closely approximates the real-world result for most cards.

The Formula

Monthly Rate (r) = APR / 12 / 100 Interest Charge = Balance × r Principal Paid = Payment − Interest Charge New Balance = Balance − Principal Paid Months = −log(1 − r × Balance / Payment) / log(1 + r)

Why the Minimum Payment Is a Trap

Most card issuers set the minimum payment at roughly 1–2% of the balance, or a flat $25, whichever is greater. On a $8,000 balance at 22.99% APR, paying only the minimum could take over 25 years and cost more in interest than the original balance.

The Avalanche vs. Snowball Method

If you have multiple cards: the avalanche method pays the highest-APR card first (mathematically optimal — saves the most interest). The snowball method pays the smallest balance first (psychologically motivating — builds momentum). Both beat minimum payments by a wide margin.

A Dollar Extra Goes Further Than You Think

Because of compounding, every additional dollar you pay toward principal reduces all future interest charges. Paying an extra $100/month doesn't just save you $100 — it eliminates the interest that $100 would have accumulated over the remaining payoff period. The savings are multiplicative.

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