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Credit Card Payoff Calculator

Plan a payoff schedule for multiple credit cards using the debt avalanche method — highest APR first — with total interest, a principal-vs-interest breakdown, and per-card payment phases.

ExampleSample values — edit any field to see your result.

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Must cover every card's minimum. Extra goes to the highest APR first.

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Results update as you type.

Time to pay off

38 months (3 years and 2 months)

Estimated result

Total of payments
$18,971.20
Total interest
$4,471.20

Principal vs interest

Principal 76%, Interest 24%
  • Principal76%
  • Interest24%

Payoff by card

Credit CardPayoff LengthTotal InterestTotal PaymentsPayment Schedule
Card 216 months (1 year and 4 months)$574.33$4,474.33$280.00 for 15 months, then $274.33 for 1 month
Card 128 months (2 years and 4 months)$1,541.21$6,141.21$100.00 for 15 months, then $105.67 for 1 month, then $380.00 for 11 months, then $355.54 for 1 month
Card 338 months (3 years and 2 months)$2,355.66$8,355.66$120.00 for 27 months, then $144.46 for 1 month, then $500.00 for 9 months, then $471.20 for 1 month

Enter a monthly budget and up to 20 credit cards to see how long the debt avalanche takes to clear them. You get the overall payoff time, total interest, a principal-versus-interest split, and a per-card schedule of payment phases.

Formula

Each month, interest is added to every remaining balance at the monthly rate, then payments are applied. Minimums are paid first; leftover budget goes to the highest APR, and leftover from a card that is paid off in that month cascades to the next-highest rate.

monthly rate r = APR / 12 / 100
interest this month = balance × r
new balance = balance + interest − payment

The number of months to clear a balance at a fixed payment is the usual amortization inversion, n = −ln(1 − r × balance / payment) / ln(1 + r), but with several cards the payment on each card changes whenever a higher-APR card is retired, so this calculator walks month by month instead of using a single closed form.

Raising the monthly budget shortens every card's schedule. Even a modest extra amount above the minimums cuts interest sharply because high-APR revolving balances compound every month.

Avalanche vs snowball

MethodExtra payment goes toTypical result
Avalanche (this calculator)Highest interest rateLowest total interest
SnowballSmallest remaining balanceFaster “wins,” usually more interest

Examples

Three cards · $500 a month

Card 1 ($4,600 at 18.99%, $100 minimum), Card 2 ($3,900 at 19.99%, $90 minimum), and Card 3 ($6,000 at 15.99%, $120 minimum) take 38 months (3 years and 2 months) to clear on a $500 budget. Total payments are about $18,971, of which about $4,471 is interest. Avalanche order is Card 2, then Card 1, then Card 3.

Same cards · $700 a month

The same three cards on a $700 budget finish in 25 months (2 years and 1 month). Total payments drop to about $17,356 and interest to about $2,856 — roughly $1,600 less interest than the $500 plan, just from the extra $200 each month.

Frequently asked questions

How does the debt avalanche method work?
Every month you pay the stated minimum on each card so nothing goes delinquent. Whatever is left in your monthly budget is sent to the card with the highest APR. When that balance hits zero, the extra payment rolls to the next-highest rate, and so on, until every card is clear.
Why not pay the smallest balance first?
Paying the smallest balance first is the debt snowball method. It can be motivating because cards disappear sooner, but it usually costs more interest than attacking the highest APR first. This calculator uses the avalanche method because it minimizes total interest when rates differ.
How is interest calculated each month?
Interest compounds monthly at APR ÷ 12 on each card's remaining balance before that month's payment is applied. The last payment on a card is whatever is left plus that month's interest — it can be smaller than the usual amount. Real issuers often use average daily balance, so this is a close planning estimate, not a statement replica.
What if my monthly budget is only enough for the minimums?
The budget has to cover every card's minimum or the calculator cannot build a payoff plan. If you pay only the minimums and extra is zero, high-APR cards can take many years to clear and a large share of each payment will go to interest.
Do new purchases change the result?
The schedule assumes you stop charging these cards. New purchases, changing rates, or changing minimums would stretch the payoff and add interest. Treat the result as a no-new-charges plan.

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