CreditCardPayoff

Time to Payoff Calculator

Tell us when you want to be debt-free, and we'll calculate the monthly payment you need.

$
%
months
Required monthly payment
$266.83
Total interest paid
$1,404
Total amount paid
$6,404
View amortization schedule
MonthPaymentInterestPrincipalBalance
1$266.83$104.13$162.71$4,837.29
2$266.83$100.74$166.10$4,671.20
3$266.83$97.28$169.55$4,501.64
4$266.83$93.75$173.09$4,328.56
5$266.83$90.14$176.69$4,151.87
6$266.83$86.46$180.37$3,971.50
7$266.83$82.71$184.13$3,787.37
8$266.83$78.87$187.96$3,599.41
9$266.83$74.96$191.87$3,407.53
10$266.83$70.96$195.87$3,211.66
11$266.83$66.88$199.95$3,011.71
12$266.83$62.72$204.11$2,807.60
13$266.83$58.47$208.36$2,599.24
14$266.83$54.13$212.70$2,386.53
15$266.83$49.70$217.13$2,169.40
16$266.83$45.18$221.65$1,947.74
17$266.83$40.56$226.27$1,721.47
18$266.83$35.85$230.98$1,490.49
19$266.83$31.04$235.79$1,254.70
20$266.83$26.13$240.70$1,013.99
21$266.83$21.12$245.72$768.28
22$266.83$16.00$250.83$517.45
23$266.83$10.78$256.06$261.39
24$266.83$5.44$261.39$0.00
25$0.00$0.00$0.00$0.00

Working backward from a payoff date

Most people start a debt payoff calculation the other way around: "If I pay $X per month, when will I be done?" This calculator flips that question. Instead, you pick the finish line — say, "debt-free in 18 months" — and we calculate exactly how much you need to pay every month to hit that target, interest included.

This is especially useful when you have a real deadline in mind, like wanting to be debt free before a wedding, a home purchase, or the start of a new financial year. Instead of guessing at a payment amount and checking whether it's enough, you get the precise number up front.

How the math works

We use the same fixed-payment amortization formula banks use to calculate loan payments: it accounts for the fact that interest is charged on a shrinking balance each month, and solves for the constant monthly payment that brings your balance to exactly zero at the end of your chosen period.

A worked example

Suppose you owe $4,000 at 22% APR and want to be completely debt-free in 18 months. Plugging those numbers in, you'd need to pay about $248 per month. Over those 18 months you'd pay roughly $460 in total interest. If you stretched the same balance to 24 months instead, your monthly payment would drop to around $191 — but total interest paid would rise to about $584, since the balance has more time to accrue interest.

Choosing the right target

  • Shorter timeframes mean higher monthly payments but less total interest — check that the required payment fits comfortably in your budget before committing.
  • If the required payment feels too high, try the Minimum Payment Calculator to see the other extreme — what happens if you only pay the minimum — for context.
  • If your APR is high, consider whether a balance transfer to a lower rate could shrink the required payment for the same target date.
  • Once you know your required payment, use the Credit Card Payoff Calculator to double-check the full amortization schedule.

Frequently asked questions

+How is the required monthly payment calculated?

We use the standard fixed-payment amortization formula, which solves for the payment amount that reduces your balance to exactly zero after your chosen number of months, accounting for interest charged along the way at your APR.

+What if the required payment is more than I can afford?

Try a longer timeframe — moving your goal from 12 to 24 months, for example, usually lowers the required payment significantly. You can also check the Extra Payment Calculator to see what different payment levels actually achieve.

+Does a shorter payoff period always save money?

Yes. The faster you pay off a balance, the less time interest has to accrue, so a shorter target period always results in less total interest paid — it just requires a higher monthly payment.

+Can I use this if I have multiple credit cards?

This calculator is built for a single balance. For multiple cards, use the Multiple Credit Card Payoff Calculator, which lets you set a combined extra payment across all your cards.

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This calculator provides educational estimates only, not financial advice. Actual terms from your card issuer may vary. Read our full disclaimer.