Credit Card Payment Calculator - Monthly Payment Plan

Calculate the fixed monthly credit card payment needed to repay a balance by a target date, using APR and a chosen payoff term for practical debt planning.

Enter the card balance, APR, and payoff term in months to find the level monthly payment that retires the balance in that time.

Credit Card Payment Calculator - Monthly Payment Plan
Calculate the fixed monthly credit card payment needed to repay a balance by a target date, using APR and a chosen payoff term for practical debt planning.

About Required Credit Card Payments

The credit card payment calculator solves for the fixed monthly payment that pays off a revolving balance in a chosen number of months. Monthly rate r is APR / 1200. Required payment = balance × r / (1 − (1 + r)^(−n)), the standard installment formula. A $5,000 balance at 18% APR over 24 months needs about $249.62 each month. Stretching the term lowers the payment but raises total interest; shortening the term does the reverse. The formula assumes a constant APR, no new charges, and that every payment equals the computed amount until the last cycle. This is the inverse of a payoff-time calculator. There you know the payment and solve for months; here you know the deadline and solve for payment. People use it before a wedding, a job change, or a balance-transfer window that expires on a date. Budgeters use it to turn "I want this gone in a year" into a dollar figure they can put in a calendar. If the computed payment is larger than you can send, lengthen n or reduce the balance with a lump sum and calculate again. The credit card payment calculator does not include annual fees, late fees, or penalty APRs. It also does not model daily compounding. The last payment may be a few cents different from the displayed amount because of rounding. Compare the required payment with the issuer minimum; if the required payment is below the minimum, you will still need to send at least the minimum each month. Caveats: new purchases reset the plan. A promotional APR that expires before n months requires a second scenario at the go-to rate. Confirm the APR on your statement and treat the result as a planning target, not a legal payoff quote. Used with a realistic term, the credit card payment calculator turns a debt-free date into a monthly number you can fund.

Credit Card Payment Calculator Examples

Each example uses payment = balance × r / (1 − (1 + r)^(−n)) with r = APR / 1200.

InputsResultNotes
Balance $5,000, APR 18%, 24 months$249.62A two-year payoff on a mid-size balance at a typical purchase APR.
Balance $8,000, APR 21%, 36 months$301.40A longer term keeps the payment near $300 despite a larger principal.
Balance $2,500, APR 16%, 12 months$226.83Clearing a smaller balance in one year still requires well above a typical minimum.

How to Calculate a Credit Card Payment

  1. Enter the balance you want to retire, excluding planned new purchases.
  2. Enter the APR as a percent and the payoff term in months.
  3. Select Calculate to view the required monthly payment.
  4. Shorten or lengthen the term and calculate again to match your budget.

Credit Card Payment Calculator FAQ

How is the required monthly payment calculated?

The credit card payment calculator uses payment = balance × r / (1 − (1 + r)^(−n)), where r is APR / 1200 and n is the payoff term in months. That is the level payment that amortizes the balance over n cycles.

What if I cannot afford the required payment?

Increase the number of months, make a one-time principal payment and lower the balance, or look for a lower APR. Recalculate after each change so the new payment still hits the date you care about.

Does this include the issuer minimum?

No. If the computed payment is below your card's minimum due, you must still pay the minimum. Use the larger of the two amounts as the cash you send.

Will new charges change the payment?

Yes. The formula assumes a closed balance. Add expected purchases to the starting balance, or recalculate after each statement, if you keep using the card.

How is this different from a loan EMI?

The algebra is the same installment formula. Credit cards differ because APR can change, minimums apply, and new spending can be added. Treat the result as a target payment, not a locked installment contract.