Credit Card Payoff Calculator

Your statement shows a balance and a minimum payment. It doesn't show the part that matters: how long that balance will haunt you, and how much interest you'll feed the bank along the way. Plug in three numbers and get your honest debt-free date, the true cost of your card, and a side-by-side look at what minimum payments really do to you. Try different payments and watch the numbers move, because the difference between paying $250 and $500 a month is rarely what people expect. One habit pays the card off in years. The other barely keeps it alive.

What you owe right now, across the card.
Your card's annual rate. Most cards sit between 18% and 30%.
The fixed amount you pay each month. Must beat the monthly interest charge.
Debt-free in
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How the credit card payoff calculator works

You give it three numbers: your balance, your APR, and the fixed amount you pay each month. Then it does the boring, honest work your statement won't. It simulates your card month by month, adding interest first, subtracting your payment second, and counting every month and every interest dollar until the balance hits zero.

That's it. No averages, no shortcuts. The simulation uses the same monthly-compounding logic lenders use, so the debt-free date it gives you is the date you'd actually get if you stopped adding new charges today. Which, let's be honest, is the part most people skip. Running the math while still swiping is like dieting between meals. It doesn't count.

Formula

Monthly interest = Balance × (APR ÷ 12)
New balance = (Balance + Monthly interest) − Payment

In plain words: each month the bank grows your balance by one-twelfth of your APR, then your payment knocks it back down. Whatever the interest didn't eat is what actually shrinks your debt. When your payment is smaller than that month's interest, the balance grows instead. That's the treadmill. This calculator refuses to pretend otherwise and tells you straight up when your payment can't win.

The final month works the way real payoffs do: you don't overpay a full $250 on a $158 remainder. You pay exactly what's left, plus that month's interest.

Example

Say you owe $5,000 on a card at 19.99% APR and you pay $200 a month. Let's walk the first few months by hand.

Your monthly rate is 19.99% ÷ 12, about 1.6658%. Month one: $5,000 × 1.6658% = $83.29 in interest. The balance becomes $5,083.29, your $200 payment lands, and you're left at $4,883.29. You paid $200 and the debt moved $116.71. Not great, but moving.

Month two: interest on $4,883.29 is $81.35. Same $200, debt drops to $4,764.64. Month after month, the interest slice shrinks and the payment bites harder. That slow acceleration is the whole ballgame with card debt.

Run it to the end and you get 33 months to debt-free, $1,521 in total interest, and $6,521 paid overall. You can check the math: 32 full payments of $200 ($6,400) plus a final payment of about $121 covers the $5,000 principal and the $1,521 of interest. Thirty percent on top of what you borrowed. Cards are expensive money. Now you know exactly how expensive yours is.

How to read your results

Start with the debt-free date. If it's under two years, you're in workable territory. Two to four years is a grind but a clear path. Past five years, your payment is probably too small for the balance, and the interest total deserves a hard look.

Then look at total interest next to your starting balance. On the default example ($8,000 at 22%, $250 a month), interest comes to $4,158. That's more than half the original debt, paid to the bank for the privilege of borrowing slowly. Whenever interest tops 30% of what you borrowed, your next move should be one of three things: raise the payment, cut the rate, or both.

The minimum-payment comparison is the one that stings. A $250 fixed payment kills an $8,000 balance in 49 months. Minimum payments (2% of the balance, floored at $25) never finish. After 50 years and $50,862 in interest paid, you'd still owe $2,359. Minimums are a subscription to your own debt. If you're currently paying minimums, the single highest-impact change you can make is switching to any fixed amount above them and never looking back.

Practical next steps: try the "Aggressive" preset and see what an extra $250 a month buys you (20 months instead of 49, about $2,600 less in interest). Look into a 0% balance-transfer offer or a cheaper personal loan, which attacks the same balance from the rate side. And if you're juggling several cards, see our guide on which debt payoff method actually wins and our walkthrough on how long the credit card snowball takes — together they cover the order question from both sides.

Scenario comparison

Same $8,000 balance at 22% APR, three different payment habits. The gap between row one and row three is the entire argument for paying more than the minimum.

Scenario Months Total interest Total paid
Fixed $250/mo 49 $4,158 $12,158
Aggressive $500/mo 20 $1,556 $9,556
Minimum only (starts $160) 600+ (never) $50,862 $56,503

Doubling the payment from $250 to $500 doesn't just halve the timeline (49 to 20 months). It wipes out $2,602 in interest. And the minimum row? After 50 years you'd have paid $56,503 on an $8,000 purchase and still owed money. That row is why this calculator exists.

Frequently asked questions

What if my payment doesn't even cover the monthly interest?
Then the balance never shrinks. You're paying the bank a monthly fee to stay in debt, and the calculator will say so outright instead of inventing a payoff date. The fix is simple in theory: your payment must be larger than balance × APR ÷ 12. On an $8,000 balance at 22%, that's $146.67 a month. Anything at or below that is a treadmill.
Why is the minimum payment so bad?
Minimums are typically 1–2% of the balance, which barely exceeds the monthly interest. Early on, almost every dollar goes to the bank and almost nothing touches the principal. Then, as the balance inches down, the minimum shrinks with it, which slows you even further. The math compounds against you. A fixed payment compounds in your favor instead, because the interest slice keeps shrinking while your payment stays put.
Does this account for new charges I keep making?
No, and that's deliberate. The calculator shows your payoff date if you stop adding charges today, which is the cleanest measure of your current debt. New spending moves the date further out, roughly dollar for dollar plus interest. If you're still swiping, run the calculator with your balance as of today and treat the result as a best case. Freezing the card is step one of any payoff plan.
Should I pay off the card or keep an emergency fund first?
Do both in sequence: keep a small starter buffer of about $1,000 first, so the next surprise doesn't land right back on the card at 22%. Then throw everything at the card. Then build the fund to 3–6 months of expenses once the debt is gone. Skipping the buffer usually backfires, because one emergency restarts the whole cycle and the progress you've made evaporates.
Would a 0% balance transfer help, and can this calculator model it?
It helps a lot if you qualify: set the APR to 0 (or near it) and you'll see months where your entire payment attacks principal. The catch is the transfer fee, usually 3–5% of the balance, and the promo rate's expiration. To approximate it, add the fee to your balance, set the APR to 0, and check whether you can finish before the promo ends. If not, plan for the leftover at the card's normal rate.
How accurate is this compared to my actual card statement?
Very close, within a few dollars. Most cards compound interest daily while this calculator compounds monthly, which creates a tiny gap. Fees, penalty APRs, cash advances, and new purchases move the real date more. Treat the result as the date for a clean payoff with no new charges, which is exactly the scenario you're trying to reach anyway.

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Sources & methodology

Every number on this page is computed in your browser with plain JavaScript. Nothing you type is sent anywhere. The engine simulates month by month: interest accrues at APR ÷ 12, your payment is subtracted (or the exact remaining balance on the final month), and the loop repeats until the balance reaches zero. The minimum-payment comparison assumes a minimum of 2% of the balance, floored at $25, which matches common US card terms. Most issuers compound interest daily, so real statements may differ by a few dollars. Read our full methodology for details.

Disclaimer: This calculator is for educational purposes only and is not financial advice. Consult a qualified professional for decisions.