01 / Daily rate
APR ÷ 365 a day
Each month's interest is the balance times the daily rate times the days in the month. Or pick APR ÷ 12.
Free tool
Type the balance and the APR, then choose how you plan to pay. Enter a fixed monthly payment and see the months to pay off and the total interest. Enter a payoff date and see the payment you need. Type your issuer's minimum payment formula and see what paying only the minimum costs. Or list several cards and compare the avalanche and snowball plans, with the payoff order and the interest of each. A month by month table, a chart and a CSV come with it. The page states the way it works out interest, and a real statement can differ by a few cents. Plain maths, not financial advice.
Month by month
Your issuer's minimum
Find the formula in your card agreement or on a statement. These boxes hold an example only.The numbers in the boxes are examples. Type your own APR from your statement. Not financial advice.
Worked out in your browser. Nothing is sent anywhere.
How it works
01 / Daily rate
Each month's interest is the balance times the daily rate times the days in the month. Or pick APR ÷ 12.
02 / Three ways to plan
Fix a payment, fix a date, or type the formula from your card agreement and see what the minimum costs.
03 / Many cards
See the payoff order and the interest of each plan, next to paying only the minimums.
Guide
A credit card payoff calculator shows how long it takes to clear a balance and how much interest you pay on the way. You give it the balance, the APR and a payment. It gives back the months to pay off, the total interest and a month by month table. This one also works backwards from a payoff date to the payment you need, shows the cost of paying only the minimum, and compares the avalanche and snowball plans for several cards. It assumes no new spending and a fixed APR. A real statement can differ by a few cents, or more if your rate or fees change.
Card issuers commonly charge interest every day on your balance, using the APR divided by the days in a year, and add it up for the billing cycle (CFPB, checked 18 Oct 2026). This page does the same by the month: interest = balance × APR ÷ 365 × the days in the month. It is added at the end of the month, then your payment comes off. Under Interest method you can switch to APR ÷ 12, or to a 360 day year if your agreement says so.
The examples below use APR ÷ 12 so you can reproduce them in any month. On 5,000 at 20% APR, the first month's interest is 5,000 × 0.20 ÷ 12 = 83.33.
| Plan | Time | Interest | Total paid |
|---|---|---|---|
| 200 a month | 33 months | 1,522.10 | 6,522.10 |
| 250 a month | 25 months | 1,133.03 | 6,133.03 |
| 1,000 now, then 200 a month | 25 months | 906.43 | 5,906.43 |
| Payoff in 12 months (463.18 a month) | 12 months | 558.06 | 5,558.06 |
| Payoff in 24 months (254.48 a month) | 24 months | 1,107.49 | 6,107.49 |
All rows are for a 5,000 balance at 20% APR. An extra 50 a month saves 389.07 of interest and 8 months. The daily method gives nearly the same result: 200 a month with a first payment in November 2026 costs 1,521.29 in interest, and a 360 day year costs 1,551.58.
Issuers set the minimum with a formula, often a percent of the balance plus the month's interest, with a floor. Type yours under Only the minimum. With the example formula of 1% plus interest and at least 25, a 5,000 balance at 20% starts with a minimum of 133.33. Paying only the minimum, it takes 226 months, which is 18 years and 10 months, and costs 7,316.77 in interest. Paying 133.33 every month, without letting it fall, clears the card in 60 months for 2,912.09 of interest. The page shows that second line under the result.
Both plans pay every minimum and put the rest of your monthly budget on one card. The avalanche targets the highest APR first, which costs the least interest. The snowball targets the smallest balance first, which clears whole cards sooner. When a card is cleared, its minimum moves to the next one. With the three example cards (800 at 29%, 3,000 at 22.5% and 1,500 at 18%, minimums 25, 75 and 45) and 400 a month, both plans take 16 months. The avalanche costs 777.85 in interest and the snowball 821.81, a difference of 43.96. Paying only the minimums takes 75 months and costs 3,946.22.
The table lists each month: the interest that was added, what you paid, how much of it went to the balance and what you still owe. In the first months most of a payment goes to interest. At 5,000 and 20% with 200 a month, the first month adds 83.33 of interest, so only 116.67 of the 200 reduces the balance. The share to the balance grows as the balance falls. The chart shows the same balance over time, and the dashed line shows the plan without your extra payment, so the gap is the benefit of paying more.
Try a few payments and compare the total interest: it falls quickly as the payment rises, because each extra dollar stops interest from being charged on it for the rest of the time. This page does not suggest a rate or a card. It shows the cost of what you type.
For a loan with a fixed term, use the loan calculator. To see how savings grow, try the compound interest calculator, and for a quick share of a number, the percentage calculator.
Questions
Each month, add the interest (balance × APR ÷ 12, or the daily rate times the days) and take off your payment. Repeat until the balance is zero. The calculator does this for you and lists every month.
Choose By a payoff date and type the months or years. The page finds the smallest payment, rounded up to the cent, that clears the card in that time.
The APR divided by the days in the year, usually 365. The CFPB explains that many issuers charge interest daily on your average daily balance.
It depends on the issuer. This page does not guess: you type a percent of the balance, whether the month's interest is added, and a lowest amount, from your own agreement.
The avalanche costs the least interest. The snowball clears cards sooner, which some people find easier to stick to. The page shows both with your numbers.
Issuers differ in how they count days, balances and rounding. This page uses a simple monthly model, so a real statement can differ by a few cents. Check yours.
No. It assumes you stop using the card, pay on time and the APR stays the same.
No. It is maths on the numbers you type.
No. Everything is worked out in your browser, and your last numbers are kept on this device only.