Credit card payoff calculator
Enter a balance, a rate and what you can pay each month, or the month you want to be clear by. See the months, the interest, and what paying only the minimum would cost instead.
- Calculated in your browser
- Formula and rounding
- Reviewed
Time to clear the cardExample
34 months
2 years 10 months · total interest $2,255.59 · 218 months sooner than the minimum
- Balance repaid$6,000.0073%
- Interest$2,255.5927%
- Payment a month
- $250.00
- Total interest
- $2,255.59
- Total paid
- $8,255.59
- Saved vs minimum only
- $8,631.44218 months sooner
- First month’s interest
- $120.00
Monthly interest rate
i = APR ÷ 12ratePct = 24rateType = nominal
= 0.02
First month's interest
round(balance × i)balance = 6000i = 0.02
= 120
Level monthly payment
as entered= 250
Months until cleared
simulate monthly: annual fee (months 12, 24, …), interest, then payment (capped at the balance)payment = 250extra = 0lumpSums = 0maxMonths = 1200
= 34
Total interest
Σ round(balance × i)= 2255.59
Total paid
Σ payments= 8255.59
Paying only the minimum
creditCardMinimum (same monthly rate, no fees)rule = pct-plus-interestfirstMinimum = 180
= 252 months, interest 10887.03
Saved against the minimum
minimum interest − plan interest; minimum months − plan monthsminimumInterest = 10887.03planInterest = 2255.59
= 8631.44 / 218 months
What paying a little more each month would do
same simulation with +25 / +50 / +100 extra= +25: 29 months; +50: 26; +100: 22
Persistent-debt test (UK CONC 6.7.27R, rolling 18 months)
at each month m ≥ 18: Σ(interest + fees) over [m−17, m] > Σ principal repaid, and the balance never below 200 in the windowwindow = 18threshold = 200
= not triggered
- Your plan
- Paying only the minimum
Paying $250.00 a month clears $6,000.00 at 24.00% APR in 34 months (2 years 10 months) with $2,255.59 of interest; total paid $8,255.59. Paying only the minimum (first $180.00) would take 252 months (21 years) and $10,887.03 of interest.
| Months | Total interest | Total paid | |
|---|---|---|---|
| Your plan | 34 months (2 years 10 months) | $2,255.59 | $8,255.59 |
| Minimum only (first $180.00) | 252 months (21 years) | $10,887.03 | $16,887.03 |
| Extra | Months to clear | Total interest |
|---|---|---|
| Current plan | 34 months (2 years 10 months) | $2,255.59 |
| +$25 a month | 29 months (2 years 5 months) | $1,962.18 |
| +$50 a month | 26 months (2 years 2 months) | $1,739.23 |
| +$100 a month | 22 months (1 year 10 months) | $1,421.21 |
Assumptions
- Rate 24% is a nominal APR: interest is charged monthly at APR ÷ 12 on the balance, rounded to the minor unit.
- A level payment of 250.00 every month; the last payment is only what remains.
- No annual fee.
- No new spending, no promotional rates, no grace period: interest is charged on the whole balance every month (Reg Z App. M1 assumptions).
- The minimum-only comparison recomputes the minimum each month on the latest balance, uses the same monthly rate, and has no fees, extras or lump sums.
- The persistent-debt flag applies the UK rule (CONC 6.7.27R) with a 200 threshold in major units of the chosen currency; it is informational outside the UK.
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Estimates for general information only — not financial, credit or legal advice. Your actual figures depend on your lender’s or card issuer’s exact terms, fees, minimum-payment rules, interest calculation method and any changes they make. Check your statements and speak to a qualified adviser before making decisions. We assume no new spending and one unchanged rate for the whole plan; promotional rates, fees and your issuer’s minimum-payment formula can change, so confirm the figures on your statement. Disclaimer · Report an error
How to work out when a credit card will be paid off
A credit card has no fixed term. Interest is charged on whatever is left each month, and the balance only shrinks by the part of your payment that is left after that interest is covered. That makes two questions hard to answer from a statement alone: how long will a given payment take to clear the card, and how much do I need to pay each month to be clear by a particular date?
This credit card repayment calculator answers both. It works the balance forward one month at a time, charging interest at the monthly rate, taking off your payment and repeating until nothing is left. Beside your plan it runs the same balance at your issuer’s minimum payment, so you can see what the minimum would cost in months and interest, and it tests what a little more each month would save. Everything is calculated in your browser; nothing you type is sent anywhere.
- 1
Enter the balance and the rate
Type the balance from your latest statement and the purchase rate. Choose how the rate is quoted: APR ÷ 12 for most US, Canadian, Australian and New Zealand cards, an effective APR for UK and Irish cards, or the monthly rate printed on a UK statement.
- 2
Choose a payment or a deadline
Pick “I pay a fixed amount” and enter what you pay each month, or pick “Clear it in N months” and enter the number of months. Add any regular extra, and under More options add one-off payments, an annual fee, and the minimum-payment rule your issuer uses for the comparison.
- 3
Read the months, the interest and the comparison
The headline shows the months to clear or the payment required. Below it are the total interest and total paid, the saving against paying only the minimum, a chart of both balances and a table of what 25, 50 or 100 a month more would do. The schedule lists every month and exports as CSV.
What this calculator does
- Months to clear at a fixed monthly payment, or the payment that clears the card within a target number of months
- Total interest and total paid, split against the original balance
- Side-by-side comparison with paying only the minimum, using your issuer’s rule or a country default you can edit
- What an extra 25, 50 or 100 a month would do to the months and the interest
- Extra monthly payments, one-off payments and an annual fee
- APR ÷ 12, effective APR or a monthly rate, so the rate matches how your card quotes it
- UK persistent-debt check, balance chart, full schedule, CSV export and every step of the working
Worked example: 6,000 at 24% APR, paying 250 a month
A fixed payment, a target date and the minimum, on the same card
You owe 6,000 (any currency) on a card charging 24% APR, quoted US-style so the monthly rate is 24% ÷ 12 = 2%. You decide to pay 250 a month and make no new purchases. In month 1 the interest is 6,000 × 2% = 120.00, so the payment of 250 reduces the balance by 130 to 5,870.00. Each month the interest charge falls a little and more of the 250 goes to the balance.
| Plan | Payment a month | Months to clear | Total interest | Total paid |
|---|---|---|---|---|
| Fixed 250 a month | 250.00 | 34 (2 years 10 months) | 2,255.59 | 8,255.59 |
| Minimum only (1% + interest, floor 25) | 180.00 falling | 252 (21 years) | 10,887.03 | 16,887.03 |
| Clear within 24 months | 317.23 | 24 | 1,613.42 | 7,613.42 |
| Clear within 12 months | 567.36 | 12 | 808.28 | 6,808.28 |
At 250 a month the card clears in 34 months. The last payment is only the 5.59 that remains, and the interest over the whole plan comes to 2,255.59. Paying only the issuer’s minimum, which starts at 180.00 (1% of the balance plus the 120.00 of interest) and falls every month, the same card takes 252 months, 21 years, and costs 10,887.03 in interest. In this scenario the fixed payment saves 8,631.44 and 218 months against the minimum.
Switch to “Clear it in N months” and the calculator solves for the payment instead. To be clear within 24 months you would need 317.23 a month, for a total interest cost of 1,613.42; within 12 months, 567.36 a month and 808.28 of interest. Paying 1,000 in one go in month 6 on top of the 250 a month shortens the plan to 27 months and the interest to 1,639.59.
The extras table shows the effect of small changes: 25 more a month brings the 34 months down to 29 and the interest to 1,962.18; 50 more gives 26 months and 1,739.23; 100 more gives 22 months and 1,421.21. At the other end, a payment of 130 a month takes 130 months and 10,838.67 of interest, and because the interest paid over the first 18 months exceeds the balance repaid, the calculator raises the UK persistent-debt flag at month 18. A payment of 120 exactly matches the first month’s interest, so the balance never falls and the card is reported as never clearing.
How it’s calculated
The calculator first turns the rate you enter into a monthly rate i, using the convention you chose:
- APR ÷ 12:
i = APR ÷ 12. This is how US, Canadian, Australian and New Zealand card agreements state the periodic rate. - Effective APR:
i = (1 + APR)^(1/12) − 1. UK and Irish cards advertise an APR that already includes monthly compounding, as set out in the FCA’s CONC App 1.2, so the monthly rate is slightly lower than APR ÷ 12. At 24% it is 1.8088% a month rather than 2%. - Monthly rate:
i = rate, when you type the monthly rate printed on the statement.
Then it simulates one month at a time. In each month it adds any annual fee if the month is a multiple of 12, charges interest = round(balance × i) to the smallest unit of the currency, adds that interest to the balance, and takes off the payment: your regular payment plus any extra plus any one-off due that month, capped at the balance so the final month never overpays. The month count is the number of payments made before the balance reaches zero. Total interest is the sum of every month’s interest charge; total paid is the sum of every payment.
In fixed-payment mode the payment is the one you entered. In target-months mode the calculator finds the smallest level payment, to the smallest unit of the currency, that leaves nothing owing within the number of months you chose. The starting point is the standard annuity formula PMT = B × i ÷ (1 − (1 + i)^−n), adjusted for any fee, extras and one-off payments, rounded up and then verified by running the simulation and nudging the payment until the balance clears in time. The last payment is only what remains, so it is a little smaller than the others.
The minimum-only line runs the same balance and the same monthly rate through the minimum-payment rule you chose, recomputing the minimum every month as the balance falls, exactly as the credit card minimum payment calculator does. The saving shown is the minimum-only interest minus your plan’s interest, and the months saved is the difference in month counts. If your payment is no more than the first month’s interest, the balance never falls, and the calculator says so instead of reporting a month count.
Fixed payment or target date: which mode to use
Use fixed payment when you know what you can afford each month and want to know how long it will take. The headline is the number of months, with the years and months spelled out, and the extras table tells you what 25, 50 or 100 more a month would change. This is the mode to use when comparing a card against other debts, because the same monthly amount can be entered in the debt payoff calculator alongside everything else you owe.
Use target months when the deadline matters more than the amount: a promotional rate ending, a planned application for a mortgage, or simply wanting the card gone within a year. The headline becomes the level payment needed, and the schedule shows the balance falling to zero in the month you chose. If you already pay a regular extra, enter it as well: the solved payment is then the amount on top of that extra.
Both modes accept one-off payments. A bonus or a refund paid in a given month shortens a fixed-payment plan, and in target mode it lowers the level payment needed for the rest of the term. One-off payments after the balance has cleared are ignored, and the calculator tells you when that happens.
The minimum-payment rule and the country defaults
The comparison line needs to know how your issuer sets the minimum. Three forms cover almost every card: a fixed amount; a percentage of the statement balance with a floor; or that month’s interest plus a percentage of the balance, again with a floor. The calculator provides editable defaults for six countries so the comparison starts from a realistic rule. They are defaults, not a description of your card: the exact percentage, floor and rounding are in your card agreement and on every statement.
- United States: 1% of the balance plus interest, floor 25. Chase uses a 40 floor; other issuers use 25 to 41.
- United Kingdom: 1% of the balance plus interest, floor 5, the minimum the FCA’s CONC 6.7.5R requires; many issuers take the greater of 1% plus interest, 2.25% of the balance or 5.
- Canada: 3% of the balance, floor 10; Quebec requires 5%.
- Australia: 2% of the balance, floor 25; one major bank uses a 10 floor.
- Ireland and New Zealand: 2.5% or 2% of the balance with a 5 or 10 floor. These two are single-source figures and are marked as such in the tool; check your statement.
Changing any of the rule fields switches the preset to “Custom”, so you can start from a default and adjust it to your card. Our guide to credit card minimum payments explains why a percentage-based minimum takes decades to clear a balance, and how credit card interest works covers the daily-balance method issuers actually use between statements.
The UK persistent-debt check
Since 2018 the FCA’s rules in CONC 6.7.27R have required UK card providers to assess, every month, whether a customer has paid more in interest, fees and charges over the previous 18 months than they have repaid of the balance. A customer in that position is in “persistent debt”: the provider must contact them, explain the cost of continuing to pay at that level and encourage a higher payment, and after 36 months must offer a way to repay the balance within a reasonable period. Accounts whose balance fell below 200 at any point in the window are exempt.
The calculator runs the same rolling 18-month test on your plan and raises a notice, with the month it would first trigger, when the test is met. In the worked example a payment of 130 a month on 6,000 at 24% is flagged at month 18, because 18 months of interest comes to more than the balance repaid in that time, whereas 250 a month is never flagged. The test uses the threshold of 200 in whatever currency you chose and is informational outside the UK; it is a useful marker of a payment that is only just ahead of the interest anywhere.
US statements carry a related warning. Under the Credit CARD Act and Regulation Z §1026.7(b)(12), each statement must show how long paying only the minimum would take and what it would cost, and the payment that would clear the balance in 36 months. The 36-month figure is the same question as this calculator’s target-months mode with 36 entered, computed under the standard assumptions in Regulation Z Appendix M1: no new purchases, a constant rate, and payment on the due date.
Good to know
- Issuers charge interest on the average daily balance within each billing cycle, not once a month on the closing balance, and they post payments on particular days. The figures here are close but will differ from your statement by small amounts.
- The calculator assumes no new purchases, cash advances or late fees and a single rate for the whole plan. New spending resets the balance; a promotional 0% period ending part-way through changes the rate.
- An annual fee is added to the balance in months 12, 24 and so on while the card is still open. If you would close the card before the fee is due, leave it at zero.
- The minimum-only comparison has no fees, extras or one-off payments and recomputes the minimum each month. It is an illustration of the issuer’s rule, not a prediction of the minimum on your next statement.
- In target-months mode the solved payment is the smallest amount, to the nearest unit of currency, that clears the balance in time; at very long terms a single unit can clear it a month or two early, and the months shown are the real payoff month.
- Paying a card off faster usually costs less in interest, but DebtWren shows the arithmetic rather than recommending a payment. Free debt advice services and your issuer are the usual starting points for personalised help.
What happens to the numbers you type
Your numbers stay in your browser. DebtWren works out your results on your device. We don’t send the balances, rates or payments you type to our servers or store them. If you allow analytics, we record only broad ranges (for example “£2,000–£5,000 of debt”) to understand how the calculators are used. Like any website with ads, this page also loads advertising scripts; see our Privacy Policy.
The calculator is plain code running in this tab. It makes no network requests with your figures, and nothing is saved when you leave unless you choose to keep it. Read the privacy policy for how ads and analytics work on this site.
Related calculators and guides
- Credit card minimum payments explained: the slow way out of debtHow minimums are set, why they barely dent the balance, and the real cost of paying only the minimum.
- How credit card interest works: APR, daily interest and grace periodsThe maths behind your card balance, and why the advertised rate is rarely the whole story.
Questions people ask
How long does it take to pay off 6,000 at 24% APR paying 250 a month?
With interest charged at 24% ÷ 12 = 2% a month and no new spending, 34 months, about 2 years 10 months, with 2,255.59 of interest and a final payment of just 5.59. Paying only a typical minimum of 1% plus interest with a 25 floor would take 252 months and 10,887.03 of interest.
How much do I need to pay each month to clear a credit card in 2 years?
Choose “Clear it in N months” and enter 24. For 6,000 at 24% APR the calculator finds 317.23 a month, costing 1,613.42 in interest. For 12 months it is 567.36 a month and 808.28 of interest. The payment is the smallest level amount that clears the balance within the term, verified by simulation.
What is the difference between APR ÷ 12 and an effective APR?
US, Canadian, Australian and NZ cards state a nominal APR and charge APR ÷ 12 each month, so 24% means 2% a month. UK and Irish cards advertise an effective APR that already includes compounding, so 24% APR means 1.8088% a month. On 6,000 the first month’s interest is 120.00 under the first convention and 108.53 under the second, and a 250 payment clears the card in 34 or 32 months respectively.
Why does the calculator say the balance will never be paid off?
If your regular payment is no more than the first month’s interest, nothing is left to reduce the balance. On 6,000 at 24% APR the first month’s interest is 120.00, so a payment of 120 covers the interest and nothing else. Raise the payment or add a one-off payment to see a month count. The wording follows the “will not pay off” disclosure in Regulation Z §1026.7(b)(12).
What does paying an extra 25, 50 or 100 a month do?
The extras table runs your plan again with each amount added. On 6,000 at 24% paying 250 a month, 25 more a month brings 34 months down to 29 and the interest from 2,255.59 to 1,962.18; 50 more gives 26 months and 1,739.23; 100 more gives 22 months and 1,421.21. The table appears for currencies with two decimal places.
What is the UK persistent-debt notice?
Under FCA rule CONC 6.7.27R a UK card provider must act when, over 18 months, a customer has paid more in interest, fees and charges than towards the balance, unless the balance fell below 200 in that time. The calculator runs the same rolling test on your plan and shows the month it would first trigger. A payment of 130 a month on 6,000 at 24% is flagged at month 18; 250 a month is not.
Does a one-off payment change the monthly payment in target mode?
Yes. In target-months mode the one-off payment is counted when the level payment is solved, so a lump sum in month 6 lowers the payment needed for the rest of the term. In fixed-payment mode it shortens the plan instead: 1,000 paid in month 6 on top of 250 a month cuts the 34-month plan to 27 months and the interest to 1,639.59.
How does an annual fee affect the payoff?
The fee is added to the balance in months 12, 24 and so on while the card is open, and it then attracts interest like the rest of the balance. On the 250-a-month example a 95 annual fee is charged twice, adds 190.00 of fees and enough extra interest to take the plan from 34 to 35 months, with 2,334.00 of interest and 8,524.00 paid in total.
Why are the figures different from the estimate on my statement?
Issuers charge interest daily on the average daily balance, apply their own exact minimum-payment rule and rounding, and the regulatory estimate on a US statement uses standard assumptions set out in Regulation Z. This calculator charges interest once a month on the balance. The differences are small, and your statement is the authoritative figure for your account.
Sources and review
- CFPB — Regulation Z, Appendix M1: Generic repayment estimates (assumptions for minimum-payment disclosures)
- CFPB — Regulation Z, 12 CFR §1026.7(b)(12): Periodic statement, repayment disclosures (minimum payment warning)
- FCA Handbook — CONC 6.7: Post-contract business practices (minimum payments and persistent credit card debt)
- FCA Handbook — CONC App 1.2: Total charge for credit and the APR
- FCA — Consumer Credit (Persistent Debt and Earlier Intervention Remedies) Instrument 2018 (FCA 2018/7)
- GovInfo — Credit Card Accountability Responsibility and Disclosure Act of 2009 (Public Law 111-24)
- FCA — PS18/4: Credit card market study, persistent debt and earlier intervention remedies
- Moneysmart (Australian Government) — Credit card calculator
- Bank of Canada — Staff Working Paper 2024-26 (credit card minimum payments in Canada)
- Chase — How to calculate your minimum credit card payment
Estimates for general information only — not financial, credit or legal advice. Your actual figures depend on your lender’s or card issuer’s exact terms, fees, minimum-payment rules, interest calculation method and any changes they make. Check your statements and speak to a qualified adviser before making decisions. We assume no new spending and one unchanged rate for the whole plan; promotional rates, fees and your issuer’s minimum-payment formula can change, so confirm the figures on your statement.
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