Money
Credit Card Payoff Calculator
How long the minimum really takes, what it costs, and the three-year payment your statement is required to show you.
What your statement is required to tell you
Since the CARD Act of 2009, every US card statement must carry a Minimum Payment Warning: how long the balance takes at the minimum, what that costs, and the payment that would clear it in three years. These are those figures, computed for the balance above. They should match the box on your statement.
Minimum Payment Warning
Making only the minimum payment will increase the amount of interest you pay and the time it takes to repay your balance.
- If you make only the minimum payment
- 19 years and 3 months
- and you will have paid $13,158.74 in total.
- If you pay it off in 3 years
- $191.35 a month
- for a total of $6,888.12 — a saving of $6,270.62.
Required by 15 U.S.C. § 1637(b)(11), with the method set out in appendix M1 to 12 CFR part 1026. That appendix lets an issuer be two months out on the repayment estimate and 10% out on the three-year payment. We do not use that latitude: the payment above clears the balance in exactly 36 months, checked by replaying it through the same engine.
The same debt, on two schedules
The gap between the two lines is what the extra $49.06 a month buys you.
Scale tops out at $5,000
Why the minimum barely moves the balance
A minimum set as a share of the balance shrinks as the balance does. Pay 1% of what you owe and you retire 1% of the principal — this month, and every month after. The remaining balance follows a geometric decline: it approaches zero without ever arriving.
What actually ends the debt is the dollar floor. It does not shrink, so sooner or later it overtakes the percentage and starts repaying real principal. On this balance that happens at month 175 — for the 174 months before it, the $25 floor is doing nothing at all, and for the 57 after it, the floor is doing everything.
Set the floor to $0 above and the calculator will refuse to answer — correctly, because with no floor there is no answer to give.
What a fixed payment does instead
The minimum falls as you repay, which is why it lasts so long. A fixed amount does not, and the difference is not gradual.
| Pay each month | Cleared in | Interest | Against the minimum |
|---|---|---|---|
| $50 | never | — | never clears it |
| $100 | 11 years and 9 months | $9,012 | saves $-854 |
| $150 | 4 years and 5 months | $2,834 | saves $5,324 |
| $200 | 2 years and 10 months | $1,768 | saves $6,391 |
| $300 | 1 year and 9 months | $1,031 | saves $7,128 |
| $500 | 1 year | $579 | saves $7,580 |
A payment that does not cover the interest charged that month leaves the balance higher than it found it. That row says never because that is what happens, not because the calculation failed.
Year by year, at the minimum
231 payments, the first of which is $142.29 — of which $92.29 is interest.
| Year | Interest | Principal | Balance | Paid off |
|---|---|---|---|---|
| 1 | $1,049 | $568 | $4,432 | 11% repaid |
| 2 | $929 | $504 | $3,928 | 21% repaid |
| 3 | $824 | $446 | $3,482 | 30% repaid |
| 4 | $730 | $396 | $3,086 | 38% repaid |
| 5 | $647 | $351 | $2,736 | 45% repaid |
| 6 | $574 | $311 | $2,425 | 52% repaid |
| 7 | $509 | $276 | $2,149 | 57% repaid |
| 8 | $451 | $244 | $1,905 | 62% repaid |
| 9 | $400 | $216 | $1,689 | 66% repaid |
| 10 | $354 | $192 | $1,497 | 70% repaid |
| 11 | $314 | $170 | $1,327 | 73% repaid |
| 12 | $278 | $151 | $1,176 | 76% repaid |
| 13 | $247 | $134 | $1,042 | 79% repaid |
| 14 | $219 | $118 | $924 | 82% repaid |
| 15From month 175 the percentage has fallen below the $25 floor, so the floor is what repays the rest. | $194 | $110 | $814 | 84% repaid |
| 16 | $167 | $133 | $681 | 86% repaid |
| 17 | $135 | $165 | $516 | 90% repaid |
| 18 | $94 | $206 | $310 | 94% repaid |
| 19 | $44 | $256 | $54 | 99% repaid |
| 20 | $2 | $54 | $0 | 100% repaid |
The formula
The bracketed term applies to the common “share of the balance plus this month’s interest” form. The important detail is the max: two rules compete every month, and which one wins changes over the life of the debt.
Worked example
$5,000 at 22.15%, with a minimum of 1% of the balance plus interest and a $25 floor.
- first minimum = max($25, 5,000 × 1% + $92.29) = $142.29
- of which $92.29 is interest — 64.86% of the payment
- paying only the minimum: 231 months (19 years and 3 months), $13,158.74 paid in all
- interest alone comes to $8,158.74
- clearing it in 36 months costs $191.35 a month, or $6,888.12 in all — a saving of $6,270.62
The gap is worth reading twice. Paying $49.06 a month more than the first minimum turns 19 years and 3 months into three years and saves $6,270.62 — more than the $5,000 that was borrowed in the first place.
The floor is what ends the debt, not the percentage
A minimum set as a share of the balance retires that same share of the principal every month. The balance is then a geometric sequence — it falls by a constant proportion, so it approaches zero without ever arriving. On its own, a percentage minimum describes a debt with no end.
What ends it is the dollar floor, because a fixed amount does not shrink. On the example above, the percentage stays above the $25 floor for the first 174 months. From month 175 onward the floor takes over and does the remaining 57 months of work.
Which is why advice to “just pay a fixed amount instead” is right for a reason rarely given: a fixed payment is not merely larger, it is a different kind of number. It is the only part of a minimum payment that was ever going to clear the card.
Where this goes wrong
Reading the minimum as a repayment plan
The minimum payment is not a schedule, it is a threshold — the least you can pay without being in default. Nothing about it is designed to clear the balance, and its shape proves it: because it is a share of what you owe, it falls every month, so the repayment slows down precisely as the balance shrinks. Treating it as a plan is how a purchase becomes a debt measured in decades. The number to look at is not the minimum but the one your statement prints beside it — the payment that clears the card in three years.
Questions
- How is the minimum payment on a credit card calculated?
- Almost always as the greater of two things: a flat dollar floor, or a share of what you owe — commonly 1% to 3% of the balance, often with that month’s interest added on top. Your cardholder agreement states which. The two parts behave very differently: the share shrinks as you repay, the floor does not, and it is the floor that eventually clears the debt.
- Why does paying the minimum take so long?
- Because the payment falls as fast as the balance does. On the example above, the first minimum is $142.29 — of which $92.29, or 65%, is interest. Only $50.00 comes off the debt, and next month the required payment is smaller still. The result is 19 years and 3 months and $8,158.74 of interest on a $5,000 balance.
- What is the three-year figure on my statement?
- It is required by federal law. Since the CARD Act of 2009, 15 U.S.C. § 1637(b)(11) obliges card issuers to print, on every statement, how long the balance will take at the minimum, what that costs, and the monthly payment that would clear it in 36 months. This page computes the same four figures, so you can check them against the box on your own statement.
- My statement does not show a three-year payment. Is that a mistake?
- Probably not. Regulation Z (12 CFR 1026.7(b)(12)) waives that part when repaying at the minimum would already take three years or less — and also for charge cards paid in full each cycle, and for cycles where the minimum clears the whole balance. This calculator applies the same rule, so it hides the figure exactly when a statement would.
- Why does the calculator sometimes answer “never”?
- Because that is the honest answer. If the minimum is only a percentage of the balance with no dollar floor, it repays a constant fraction of the principal each month: the balance follows a geometric decline and approaches zero without reaching it. And if the payment does not even cover the month’s interest, the balance grows. In both cases there is no payoff date to give, so the page does not invent one.
- What interest rate should I enter?
- The APR printed on your statement, which is the only one that applies to you. The default here is 22.15% — the average the Federal Reserve reports for accounts actually assessed interest in the second quarter of 2026. The wider average across all accounts is lower, 20.94%, but it includes cards cleared in full every month, which are not the cards people are trying to pay off.
- Does the calculator assume I stop using the card?
- Yes, and so does the disclosure on your statement: appendix M1 to 12 CFR part 1026 specifies that the estimate assumes no further purchases, a constant rate, and that only the minimum is paid. Any spending you add pushes the payoff date out beyond what either figure shows.