Credit Card Payoff Calculator
Find out how long it takes to pay off your credit card and how much interest you'll pay.
Enter your values and click Calculate
Credit card debt is among the most expensive debt most consumers carry, with APRs typically ranging from 18% to 30% — far above the cost of mortgages, auto loans, or personal loans. At these rates, paying only the minimum balance each month can stretch a modest debt over years or decades, resulting in total interest charges that exceed the original balance by a wide margin. This calculator makes those figures explicit and computable: enter your balance, APR, and planned monthly payment to see exactly how long payoff takes, how much total interest accrues, and what percentage of your total payments go to the bank rather than to your debt. The calculation is most valuable as a before-and-after comparison. Run your current payment first, then increase it by $50, $100, or $200 to quantify the interest savings and time reduction. The results often reveal that a relatively small increase in monthly payment dramatically shortens the payoff period and saves hundreds or thousands of dollars. This tool is also useful for evaluating balance transfer offers. If a 0% introductory APR card is available, enter the balance, the promotional rate (0%), and a target monthly payment to see whether you can eliminate the full balance before the standard rate kicks in. For anyone carrying revolving credit card debt, this calculator converts an abstract financial problem into a concrete, actionable payoff plan.
How It Works
The payoff timeline is calculated through a month-by-month amortization simulation, mirroring how credit card balances actually behave under a fixed monthly payment. Each month follows three steps. First, interest accrues on the current balance: Monthly Interest = Balance × (APR ÷ 12). For a $5,000 balance at 22.99% APR, the monthly interest charge is $5,000 × (0.2299 ÷ 12) = $95.79. Second, the fixed monthly payment is applied: it covers the accrued interest first, with the remainder reducing the principal. A $200 payment on this balance pays $95.79 in interest and reduces the principal by $104.21, leaving a new balance of $4,895.79. Third, the updated balance becomes the starting point for the following month. Because the balance shrinks each month, interest charges decrease incrementally and more of each subsequent payment goes toward principal — the same amortization shift seen in mortgages and auto loans, but far slower at credit card rates. The simulation continues until the balance reaches zero, up to a ceiling of 1,200 months. If the monthly payment is less than or equal to the monthly interest charge, the balance will never be paid off and the calculator returns an error displaying the exact minimum payment required to make forward progress. Total interest is the cumulative sum of all monthly interest charges. Total amount paid is the original balance plus total interest.