Credit Card Payoff Calculator
See exactly how long it will take to pay off your credit card balance and how much interest you will pay. Compare minimum payment, fixed monthly payment, and target payoff date strategies side by side.
Outstanding balance on your card
Found on your credit card statement
The fixed amount you plan to pay each month
Monthly Payment
$150.00
Months to Pay Off
52
August 2030
Total Interest Paid
$2,796
Total Amount Paid
$7,796
Strategy Comparison
| Strategy | Months | Total Interest | Total Paid |
|---|---|---|---|
| Minimum Payment (2%) | 600 | $34,695 | $37,866 |
| Fixed Payment | 52 | $2,796 | $7,796 |
| Interest Saved | $31,899 | ||
Balance Over Time
How to Use This Credit Card Payoff Calculator
Get your full payoff picture in three easy steps:
- Enter your balance and APR — find your current balance and Annual Percentage Rate on your most recent credit card statement. The APR is sometimes listed as your “purchase rate.”
- Choose a payoff strategy — select Minimum Payment to see what happens if you only pay the required minimum each month, Fixed Payment to enter a specific monthly amount you can commit to, or Target Date to calculate the exact payment needed to be debt-free by a chosen date.
- Review your results — see your payoff month count, payoff date, total interest paid, and total amount paid. A side-by-side comparison table shows how much interest you save versus only paying the minimum.
Results update instantly as you type. Use the Share button to save a link with your exact inputs, or Print to export as a PDF for your records.
Formulas & How It Works
Monthly Interest Charge
Monthly Interest = Balance × (APR ÷ 12 ÷ 100)For example, a $5,000 balance at 21.99% APR accrues $91.63 in interest in the first month. This amount is deducted from your payment before any principal reduction occurs.
Minimum Payment Method
Payment = max(Balance × minPct%, $25)Each month the payment is calculated as the greater of a percentage of the current balance (typically 1–3%) or a $25 floor. Because the payment shrinks as the balance shrinks, the schedule is iterated month by month rather than solved algebraically. This results in very long payoff timelines at low minimum percentages.
Fixed Payment Amortization
Principal Paid = Fixed Payment − (Balance × Monthly Rate)A fixed payment is applied each month: first to cover the interest charge, then the remainder reduces the principal. The number of months is determined iteratively. If the fixed payment is less than or equal to the monthly interest, the balance never decreases and an error is shown.
Target Payoff Date Formula
Payment = P × [r(1+r)^n] ÷ [(1+r)^n − 1]This is the standard loan amortization formula, where:
- P = current balance (principal)
- r = monthly rate (APR ÷ 12 ÷ 100)
- n = target number of months
The result is the exact equal monthly payment needed to eliminate the balance in exactly n months, assuming no new charges are added.
Payoff Reference — $5,000 at 21.99% APR
| Monthly Payment | Months | Total Interest |
|---|---|---|
| Minimum (2%) | ~190 | ~$6,900 |
| $150 / month | ~46 | ~$1,870 |
| $200 / month | ~31 | ~$1,140 |
| $253 / month (2 yrs) | 24 | ~$1,066 |
| $185 / month (3 yrs) | 36 | ~$1,661 |
Frequently Asked Questions
Credit card interest is calculated using your Annual Percentage Rate (APR) divided by 12 to get the monthly periodic rate. Each billing cycle, your average daily balance is multiplied by the daily periodic rate (APR ÷ 365) and then multiplied by the number of days in the billing cycle. For example, a $5,000 balance with a 21.99% APR accrues approximately $91.63 in interest in the first month. Interest compounds monthly — any unpaid interest is added to your balance and itself starts accruing interest.
Minimum payments are typically calculated as a small percentage of your balance (commonly 1–3%) or a flat minimum like $25, whichever is greater. Because the payment is so small relative to the interest accruing each month, most of your payment goes toward interest rather than principal. On a $5,000 balance at 21.99% APR, a 2% minimum payment leaves only about $8 of principal reduction in month one. This means minimum payments can extend payoff timelines to 10–20+ years and result in paying 2–3× the original balance in total interest.
The avalanche method prioritizes paying off the highest-APR card first while making minimums on all others. This minimizes total interest paid and is mathematically optimal. The snowball method prioritizes the smallest balance first regardless of rate, which builds psychological momentum by achieving early payoffs. Research by behavioral economists suggests snowball users are more likely to stay on track, while avalanche users save more money. If you have multiple cards, choose the method that matches your psychology — the best strategy is the one you'll stick with.
Use the amortization formula: Monthly Payment = P × [r(1+r)^n] / [(1+r)^n − 1], where P is your balance, r is the monthly rate (APR ÷ 12), and n is the number of months. For a $5,000 balance at 21.99% APR: to pay off in 24 months you need approximately $253/month; to pay off in 36 months you need approximately $185/month. The Target Date mode in this calculator computes this automatically. As a rule of thumb, paying 3–5% of your current balance monthly will typically result in payoff within 2–3 years.
Yes, significantly. Your credit utilization ratio — the percentage of available credit you're using — is one of the largest factors in your credit score (roughly 30% of your FICO score). Keeping utilization below 30% is recommended; below 10% is ideal. Every dollar you pay down reduces your utilization ratio. Additionally, making on-time payments above the minimum demonstrates responsible credit use and builds your payment history, which is the single largest factor (35%) in most credit scoring models.
A debt consolidation loan can be a smart move if you qualify for a significantly lower APR than your current credit card rate. For example, refinancing a 22% APR credit card balance into a 10% personal loan can save hundreds or thousands of dollars in interest. Key considerations: (1) Make sure the loan's total interest cost over the term is actually less than your current card payoff cost; (2) Avoid running up the paid-off card again; (3) Watch for origination fees (typically 1–8% of the loan) which reduce savings. Use our Debt Consolidation Calculator to compare scenarios side-by-side before deciding.
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