Credit Card Payoff Calculator

See exactly how long it will take to pay off your credit card balance and how much interest you will pay. Compare minimum payment, fixed monthly payment, and target payoff date strategies side by side.

Outstanding balance on your card

Found on your credit card statement

The fixed amount you plan to pay each month

Fixed Payment: Monthly payment $150.00, paid off in 52 months, total interest $2,795.69.

Monthly Payment

$150.00

Months to Pay Off

52

August 2030

Total Interest Paid

$2,796

Total Amount Paid

$7,796

Strategy Comparison

StrategyMonthsTotal InterestTotal Paid
Minimum Payment (2%)600$34,695$37,866
Fixed Payment52$2,796$7,796
Interest Saved$31,899

Balance Over Time

Disclaimer: This calculator provides estimates for educational purposes only. Results assume a constant APR and no new charges are added to the balance. Actual payoff timelines may vary based on billing cycle, payment timing, fees, and promotional rates. Consult your credit card issuer or a financial advisor for personalized guidance.

How to Use This Credit Card Payoff Calculator

Get your full payoff picture in three easy steps:

  1. Enter your balance and APR — find your current balance and Annual Percentage Rate on your most recent credit card statement. The APR is sometimes listed as your “purchase rate.”
  2. Choose a payoff strategy — select Minimum Payment to see what happens if you only pay the required minimum each month, Fixed Payment to enter a specific monthly amount you can commit to, or Target Date to calculate the exact payment needed to be debt-free by a chosen date.
  3. Review your results — see your payoff month count, payoff date, total interest paid, and total amount paid. A side-by-side comparison table shows how much interest you save versus only paying the minimum.

Results update instantly as you type. Use the Share button to save a link with your exact inputs, or Print to export as a PDF for your records.

Formulas & How It Works

Monthly Interest Charge

Monthly Interest = Balance × (APR ÷ 12 ÷ 100)

For example, a $5,000 balance at 21.99% APR accrues $91.63 in interest in the first month. This amount is deducted from your payment before any principal reduction occurs.

Minimum Payment Method

Payment = max(Balance × minPct%, $25)

Each month the payment is calculated as the greater of a percentage of the current balance (typically 1–3%) or a $25 floor. Because the payment shrinks as the balance shrinks, the schedule is iterated month by month rather than solved algebraically. This results in very long payoff timelines at low minimum percentages.

Fixed Payment Amortization

Principal Paid = Fixed Payment − (Balance × Monthly Rate)

A fixed payment is applied each month: first to cover the interest charge, then the remainder reduces the principal. The number of months is determined iteratively. If the fixed payment is less than or equal to the monthly interest, the balance never decreases and an error is shown.

Target Payoff Date Formula

Payment = P × [r(1+r)^n] ÷ [(1+r)^n − 1]

This is the standard loan amortization formula, where:

  • P = current balance (principal)
  • r = monthly rate (APR ÷ 12 ÷ 100)
  • n = target number of months

The result is the exact equal monthly payment needed to eliminate the balance in exactly n months, assuming no new charges are added.

Payoff Reference — $5,000 at 21.99% APR

Monthly PaymentMonthsTotal Interest
Minimum (2%)~190~$6,900
$150 / month~46~$1,870
$200 / month~31~$1,140
$253 / month (2 yrs)24~$1,066
$185 / month (3 yrs)36~$1,661

Frequently Asked Questions

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