Credit Card Payoff Plan

U.S. only tools

The payoff calculators on this site start from a monthly payment and ask how long it takes. This page runs the question backwards: you pick the month you want the card cleared by, and it works out the fixed monthly payment that gets you there.

$

The balance you want at zero in the target month; interest is charged on it every month until then.

The rate the card charges now, applied to the remaining balance each month.

The month you want the balance at zero. A year ahead is the default; the earliest is next month.

Results update as you type. Nothing leaves your device.

Currency symbol

Symbol only - nothing is converted and no exchange rate is used. Figures quoted in the explanation text stay as the sources publish them.

Required monthly payment

$467.97

Paying $467.97 every month starting now clears $5,000 at 22% by Nov 2027 - 12 months, with about $615.67 of interest along the way.

Total interest
$615.67
Payoff month
Nov 2027
Payments to make
12

How that payment clears it

MonthPaymentInterestRemaining balance
1$467.97$91.67$4,624
2$467.97$84.77$4,240
3$467.97$77.74$3,850
6$467.97$55.88$2,636
12$467.97$8.43$0

Each month the interest is added first and your payment comes off the top; the balance column is what is left after the payment. Sticking to the exact payment every month is what makes the month the target promises.

The payment comes from the same annuity math the loan pages use, and the schedule is then verified with the same fixed-payment roll the other payoff tools print - so the "cleared by this month" claim is checked the way the rest of the site checks payoff claims.

About this credit card payoff plan

Ordering a payoff by a date you choose, rather than waiting to see when a balance clears, is what this page does. You pick the month you want the card gone, and it works back to the fixed payment that gets you there, with the full schedule and the interest that payment buys.

The payment comes from the standard annuity formula the site’s loan pages use, then the schedule is re-rolled month by month to check that the target date is real rather than a headline. The math runs client-side, so the balance, rate and target month you set stay on your own machine.

Treat the required payment as an estimate from the numbers you enter, not a commitment the card issuer will honor. It assumes a constant APR and a balance that sits still: new purchases, a variable rate or one missed month each push the date past the target. Keep the card out of use and rerun the plan when the rate changes.

How this credit card payoff plan works

Backing a payment out of a target date

A card balance at APR/12 can be cleared by a chosen month with a fixed payment computed from the standard annuity formula: the payment that makes the present value of the payments equal the balance. The months between now and the target are what the formula sees as the term.

The formula assumes interest accrues after each payment, which is how the schedule is then rolled to check it: interest on the balance, your payment off the top, repeat. The table prints that roll so the target month is something you can see happen, not a promise in a headline.

The target month is a commitment, not a wish

The required payment only clears the card if it is actually paid every month. Missing a month extends the plan by more than one month, because the balance that month compounds instead of shrinking. The schedule note says this in the page’s own words, because a plan that assumes perfect execution is a plan that fails silently.

The page prints the consequence of a miss rather than hiding it: a skipped or short month lets the balance compound instead of shrink, so one missed payment stretches the plan by more than a month. The schedule shows the early months, the final month and every sixth month in between, so the path to zero stays visible instead of living only in a download.

What the page cannot know

It assumes a constant APR and no new purchases. A card whose rate varies with the prime rate, or a balance that keeps purchases on top of it, will not follow this schedule - the plan is exact only for a balance that sits still while it is paid down.

For a variable-rate card, use the rate it is charging now and rerun the page when that changes; the model holds only while the APR holds. New purchases made during the payoff stretch are not interest-free either - the plan clears only the balance you entered, so using the card while the plan runs pushes the date out rather than leaving it intact.

The payment sets the price of time

The interest total is fixed by how long you give yourself: shorter terms need bigger payments and smaller interest bills. Spread the same balance over 36 months instead of 12 and the payment roughly halves while the interest nearly triples - the hero prints both numbers so the trade is visible rather than a guess.

That is because interest is charged on the remaining balance every month, so the longer the term, the more months there are for the rate to compound on what is left. The hero prints both the required payment and the total interest, so the price of buying time is a number on the page rather than an assumption.

The plan holds only while the balance stops growing

Every row in the schedule assumes two things at once: that the payment arrives in full and on time, and that nothing new is charged to the card. A late payment adds a fee and pushes the interest forward, and a single new purchase in month three can put the balance back where it started - the required payment does not change on its own, so the target month quietly moves past the one in the headline without any number on the page turning red.

A variable APR moves it the same way. The rate on the statement is the rate for this month; if it rises two points, the same payment clears the balance later than the table says. Run the page again after a rate change or a new charge and treat the printed payment as a floor rather than a fixed commitment - paying a little more than the required amount absorbs the drift without needing a new plan every month.

Worked examples

Each example below was run through the calculator on this page when the site was built, so the numbers match what you see when you enter the same inputs.

Clear a $5,000 card a year from now

Current balance: $5,000.00 · APR: 22% · Want it cleared by: Sep 2027

Required monthly payment

$551.79

Paying $551.79 every month starting now clears $5,000 at 22% by Sep 2027 - 10 months, with about $517.90 of interest along the way.

Total interest: $517.90 · Payoff month: Sep 2027 · Payments to make: 10

Twelve months at 22% needs about $468 a month and costs about $616 in interest - the price of clearing it in the fast lane.

The same card, spread over three years

Current balance: $5,000.00 · APR: 22% · Want it cleared by: Sep 2029

Required monthly payment

$198.92

Paying $198.92 every month starting now clears $5,000 at 22% by Sep 2029 - 34 months, with about $1,763.51 of interest along the way.

Total interest: $1,763.51 · Payoff month: Sep 2029 · Payments to make: 34

Thirty-six months drops the payment to about $191 but nearly triples the interest to roughly $1,874. Both numbers are in the hero for the same reason the lease page shows total cost: the cheaper month is not the cheaper plan.

An $8,000 balance cleared in two years

Current balance: $8,000.00 · APR: 19.99% · Want it cleared by: Sep 2028

Required monthly payment

$437.32

Paying $437.32 every month starting now clears $8,000 at 20% by Sep 2028 - 22 months, with about $1,620.98 of interest along the way.

Total interest: $1,620.98 · Payoff month: Sep 2028 · Payments to make: 22

Twenty-four months at 19.99% needs about $407 a month and costs about $1,771 in interest - then the card is gone.

A small balance at a steeper rate, cleared fast

Current balance: $3,000.00 · APR: 27% · Want it cleared by: Mar 2028

Required monthly payment

$225.35

Paying $225.35 every month starting now clears $3,000 at 27% by Mar 2028 - 16 months, with about $605.60 of interest along the way.

Total interest: $605.60 · Payoff month: Mar 2028 · Payments to make: 16

Eighteen months at 27% needs about $205 a month and adds roughly $682 of interest - a short term blunts even a high APR, because there is little time left for it to compound.

Frequently asked questions

How is the required payment calculated?

It is the annuity payment that makes the present value of the payments at APR/12 equal the balance over the number of months between now and the target month - the same mathematics a loan calculator uses, then verified month by month in the printed schedule.

What happens if I miss a payment?

The balance that month compounds instead of shrinking, so the plan extends by more than a month. The required payment holds only while it is paid every month; the page prints the schedule so the consequence of a miss is visible before it happens.

Can I pay less than the required amount some months?

Any missed or short month lets the balance compound instead of shrink, so the plan stretches by more than one month - a $468 payment skipped once costs more than a month of extra interest. The schedule is exact, but only while every payment lands.

What rate should I use for a variable-APR card?

Use the rate the card is charging now, and the plan holds while that rate holds. If the card is linked to prime, rerun the page when the rate changes rather than assuming the plan absorbs it - the schedule is only exact at a constant rate.

Is a payoff date the same as being debt-free?

No - the plan clears only the balance you entered. New purchases made on the card during the payoff stretch are not interest-free; they extend the date. The model assumes the balance sits still, so keep the card out of use while the plan runs.

Assumptions and sources

  • The payment uses the same monthly-payment formula as the loan pages.
  • The schedule is a fixed-payment roll at APR/12, compounded monthly, the same method as the payoff calculators.
  • This is an estimate tool, not debt, financial or credit advice. The plan holds only if the exact payment is made every month at a constant APR.

Last reviewed 2026-09-28. An estimate, not financial advice; your lender's Loan Estimate overrides it. Read the full disclaimer.

Where a figure on this page comes from an official agency — HUD, IRS, FICO or a state body — the site keeps a dated snapshot of the source page in its sources library, and a scheduled job re-checks that snapshot, so the number can be traced back to the document it came from.