Balance
The amount you currently owe.
See exactly how long until you are debt-free, how much interest you will pay, and how much time and money an extra monthly payment saves you.
Enter your debt details below to see how fast you can clear it.
3 years 11 months
| Starting balance | $8,000.00 |
|---|---|
| Monthly payment | $250.00 |
| Number of payments | 47 |
| Debt-free in | 3 years 11 months |
| Total interest paid | $3,524.36 |
| Total of all payments | $11,524.36 |
| First month's interest | $133.27 |
This is an estimate. Your actual payoff may vary based on your lender, fees, and any new spending on the account.
We don't store your inputs. No sign-up required.
Enter up to ten debts and the planner runs both strategies at once, so you can see the debt-free date and the total interest for each side by side rather than guessing which to pick.
| Debt | Balance | APR % | Minimum | Remove |
|---|
Both methods pay every minimum each month and send everything spare to one target debt. When a debt clears, its minimum rolls into the next — that roll-up applies to both strategies.
Every figure on this page is produced by simulating the balance month by month, and the guidance is checked against published material from the Consumer Financial Protection Bureau and the Federal Trade Commission's guidance on getting out of debt. More about who we are.
Suzon Mahmud is a consumer-finance writer covering debt repayment, loans and mortgages.
Estimates for information only, not financial advice. Every figure here is illustrative and depends on the numbers you enter. Confirm your balance, rate and minimum payment with your lender, and speak to a qualified adviser or a non-profit credit counsellor before making decisions. See our full disclaimer.
The result card above answers the question people actually care about: when does this end? The headline figure is the time until the balance reaches zero at the payment you entered.
Below it are two numbers that decide whether the plan is worth it. Total interest is what the debt costs you on top of what you borrowed — money that buys you nothing. Total paid is the balance plus that interest: the full amount that will leave your account before you are free of it.
Those three figures move together. Raise the monthly payment and all three improve at once — the timeline shortens, the interest falls, and the total drops.
A debt payoff calculator estimates how long it will take to clear a balance from three inputs: what you owe, the interest rate, and what you pay each month. It also shows the total interest you will pay along the way — the figure most people underestimate — so you can see the real cost of the debt.
It is useful for anyone carrying a credit card, store card, personal loan or overdraft — whether you are setting a payoff date, testing whether a bigger payment is worth the squeeze, or checking if consolidation would help.
Enter your own numbers in the calculator at the top of this page and the results update as you type.
Revolving debt does not use a fixed formula the way a mortgage does, because the balance changes every month. Instead the calculator walks the debt forward one month at a time: it charges that month's interest, subtracts your payment, and repeats until the balance hits zero.
Each month's interest is the balance multiplied by the monthly rate (your APR divided by 12). On a $5,000 balance at 22% APR, the first month's interest is about $91.67. If you pay $150, then $58.33 actually reduces what you owe — and next month's interest is charged on the smaller figure. Four inputs drive the timeline.
The amount you currently owe.
Charged monthly on what is left.
What you pay against it each month.
Anything above the minimum.
One consequence is worth stating plainly: if your payment is smaller than the monthly interest charge, the balance grows and the debt is never repaid. The calculator says "Never" rather than printing a misleading number, because that is the most important warning it can give.
When you owe money on more than one account, you pay the minimum on everything and send every spare dollar at a single target debt. The two popular methods differ only in which debt you pick.
| Debt snowball | Debt avalanche | |
|---|---|---|
| What it is | Clear the smallest debt first | Clear the most expensive debt first |
| How it orders debts | By balance, smallest to largest | By interest rate, highest to lowest |
| Effect on total interest | Usually costs more overall | Always costs the least overall |
| Motivation | Quick, visible wins early on | Progress can feel slow at first |
| Best suited to | People who need momentum | People focused on total cost |
The verdict: avalanche is mathematically cheaper, and if your debts have very different rates the gap can be meaningful. But a plan you abandon in month four saves nothing at all. If the interest difference between the two orders is small, or if you know you need early wins to stay motivated, snowball is a perfectly rational choice. The best method is the one you will actually finish.
Abstract comparisons are easy to agree with and hard to act on, so here is a complete worked case. Three debts totalling $15,000, with their real minimum payments, and $200 a month extra on top:
| Debt | Balance | APR | Minimum payment |
|---|---|---|---|
| Store card | $2,000 | 19% | $50 |
| Personal loan | $5,000 | 15% | $110 |
| Credit card | $8,000 | 22% | $200 |
| Total | $15,000 | — | $360 |
With the $200 extra, the total monthly payment is $560 under both methods. Nothing differs except the order the debts are attacked in:
| Method | Months to debt-free | Total interest paid | Total repaid | Interest saved |
|---|---|---|---|---|
| Snowball (smallest balance first) | 36 months | $5,030.52 | $20,031 | — |
| Avalanche (highest interest first) | 35 months | $4,478.82 | $19,479 | $551.69 |
Avalanche wins by $551.69 and one month. That is a real saving, but notice how modest it is: about 11% of the total interest, on debts whose rates span 15% to 22%. The closer your rates are to each other, the smaller this gap becomes.
The trade-off is visible in when each debt disappears. Snowball clears the store card in month 9 and the personal loan in month 23. Avalanche clears nothing at all until month 26, because it attacks the $8,000 credit card first — then finishes the remaining two quickly. If going two years without clearing a single account would cost you the plan, snowball's $552 premium is cheap insurance.
Run your own numbers before deciding. These figures are specific to these three balances and rates. Enter yours in the planner above — it simulates both methods at once and shows the gap for your actual debts, which is the only comparison that matters.
Every month of both plans, in full. Payments are shown as amount paid → balance remaining, and the debt receiving the extra payment each month is highlighted. This is the detail most calculators leave out.
| Mo. | Store card (19%) | Personal loan (15%) | Credit card (22%) | Interest | Total left |
|---|---|---|---|---|---|
| 1 | $250 → $1,782 | $110 → $4,953 | $200 → $7,947 | $241 | $14,681 |
| 2 | $250 → $1,560 | $110 → $4,904 | $200 → $7,892 | $236 | $14,357 |
| 3 | $250 → $1,335 | $110 → $4,856 | $200 → $7,837 | $231 | $14,027 |
| 4 | $250 → $1,106 | $110 → $4,806 | $200 → $7,781 | $226 | $13,693 |
| 5 | $250 → $873 | $110 → $4,756 | $200 → $7,723 | $220 | $13,353 |
| 6 | $250 → $637 | $110 → $4,706 | $200 → $7,665 | $215 | $13,008 |
| 7 | $250 → $397 | $110 → $4,655 | $200 → $7,605 | $209 | $12,657 |
| 8 | $250 → $153 | $110 → $4,603 | $200 → $7,545 | $204 | $12,301 |
| 9 | $156 → $0 | $204 → $4,456 | $200 → $7,483 | $198 | $11,940 |
| 10 | cleared | $360 → $4,152 | $200 → $7,420 | $193 | $11,572 |
| 11 | cleared | $360 → $3,844 | $200 → $7,356 | $188 | $11,200 |
| 12 | cleared | $360 → $3,532 | $200 → $7,291 | $183 | $10,823 |
| 13 | cleared | $360 → $3,216 | $200 → $7,225 | $178 | $10,441 |
| 14 | cleared | $360 → $2,896 | $200 → $7,157 | $173 | $10,054 |
| 15 | cleared | $360 → $2,573 | $200 → $7,089 | $167 | $9,661 |
| 16 | cleared | $360 → $2,245 | $200 → $7,019 | $162 | $9,263 |
| 17 | cleared | $360 → $1,913 | $200 → $6,947 | $157 | $8,860 |
| 18 | cleared | $360 → $1,577 | $200 → $6,875 | $151 | $8,451 |
| 19 | cleared | $360 → $1,236 | $200 → $6,801 | $146 | $8,037 |
| 20 | cleared | $360 → $892 | $200 → $6,725 | $140 | $7,617 |
| 21 | cleared | $360 → $543 | $200 → $6,649 | $134 | $7,192 |
| 22 | cleared | $360 → $190 | $200 → $6,571 | $129 | $6,760 |
| 23 | cleared | $192 → $0 | $368 → $6,323 | $123 | $6,323 |
| 24 | cleared | cleared | $560 → $5,879 | $116 | $5,879 |
| 25 | cleared | cleared | $560 → $5,427 | $108 | $5,427 |
| 26 | cleared | cleared | $560 → $4,966 | $99 | $4,966 |
| 27 | cleared | cleared | $560 → $4,497 | $91 | $4,497 |
| 28 | cleared | cleared | $560 → $4,020 | $82 | $4,020 |
| 29 | cleared | cleared | $560 → $3,534 | $74 | $3,534 |
| 30 | cleared | cleared | $560 → $3,038 | $65 | $3,038 |
| 31 | cleared | cleared | $560 → $2,534 | $56 | $2,534 |
| 32 | cleared | cleared | $560 → $2,021 | $46 | $2,021 |
| 33 | cleared | cleared | $560 → $1,498 | $37 | $1,498 |
| 34 | cleared | cleared | $560 → $965 | $27 | $965 |
| 35 | cleared | cleared | $560 → $423 | $18 | $423 |
| 36 | cleared | cleared | $431 → $0 | $8 | $0 |
Store card clears in month 9, personal loan in month 23, credit card in month 36. Total interest $5,030.52.
| Mo. | Store card (19%) | Personal loan (15%) | Credit card (22%) | Interest | Total left |
|---|---|---|---|---|---|
| 1 | $50 → $1,982 | $110 → $4,953 | $400 → $7,747 | $241 | $14,681 |
| 2 | $50 → $1,963 | $110 → $4,904 | $400 → $7,489 | $235 | $14,356 |
| 3 | $50 → $1,944 | $110 → $4,856 | $400 → $7,226 | $230 | $14,026 |
| 4 | $50 → $1,925 | $110 → $4,806 | $400 → $6,958 | $224 | $13,690 |
| 5 | $50 → $1,905 | $110 → $4,756 | $400 → $6,686 | $218 | $13,348 |
| 6 | $50 → $1,886 | $110 → $4,706 | $400 → $6,409 | $212 | $13,000 |
| 7 | $50 → $1,865 | $110 → $4,655 | $400 → $6,126 | $206 | $12,646 |
| 8 | $50 → $1,845 | $110 → $4,603 | $400 → $5,838 | $200 | $12,286 |
| 9 | $50 → $1,824 | $110 → $4,550 | $400 → $5,545 | $194 | $11,920 |
| 10 | $50 → $1,803 | $110 → $4,497 | $400 → $5,247 | $187 | $11,548 |
| 11 | $50 → $1,782 | $110 → $4,444 | $400 → $4,943 | $181 | $11,168 |
| 12 | $50 → $1,760 | $110 → $4,389 | $400 → $4,634 | $174 | $10,783 |
| 13 | $50 → $1,738 | $110 → $4,334 | $400 → $4,319 | $168 | $10,391 |
| 14 | $50 → $1,715 | $110 → $4,278 | $400 → $3,998 | $161 | $9,991 |
| 15 | $50 → $1,692 | $110 → $4,222 | $400 → $3,671 | $154 | $9,585 |
| 16 | $50 → $1,669 | $110 → $4,164 | $400 → $3,339 | $147 | $9,172 |
| 17 | $50 → $1,646 | $110 → $4,106 | $400 → $3,000 | $140 | $8,752 |
| 18 | $50 → $1,622 | $110 → $4,048 | $400 → $2,655 | $132 | $8,324 |
| 19 | $50 → $1,597 | $110 → $3,988 | $400 → $2,304 | $125 | $7,889 |
| 20 | $50 → $1,573 | $110 → $3,928 | $400 → $1,946 | $117 | $7,447 |
| 21 | $50 → $1,547 | $110 → $3,867 | $400 → $1,581 | $110 | $6,996 |
| 22 | $50 → $1,522 | $110 → $3,806 | $400 → $1,210 | $102 | $6,538 |
| 23 | $50 → $1,496 | $110 → $3,743 | $400 → $833 | $94 | $6,072 |
| 24 | $50 → $1,470 | $110 → $3,680 | $400 → $448 | $86 | $5,598 |
| 25 | $50 → $1,443 | $110 → $3,616 | $400 → $56 | $77 | $5,115 |
| 26 | $393 → $1,073 | $110 → $3,551 | $57 → $0 | $69 | $4,624 |
| 27 | $450 → $640 | $110 → $3,486 | cleared | $61 | $4,126 |
| 28 | $450 → $200 | $110 → $3,419 | cleared | $54 | $3,619 |
| 29 | $203 → $0 | $357 → $3,105 | cleared | $46 | $3,105 |
| 30 | cleared | $560 → $2,584 | cleared | $39 | $2,584 |
| 31 | cleared | $560 → $2,056 | cleared | $32 | $2,056 |
| 32 | cleared | $560 → $1,522 | cleared | $26 | $1,522 |
| 33 | cleared | $560 → $981 | cleared | $19 | $981 |
| 34 | cleared | $560 → $433 | cleared | $12 | $433 |
| 35 | cleared | $439 → $0 | cleared | $5 | $0 |
Credit card clears in month 26, store card in month 29, personal loan in month 35. Total interest $4,478.82.
Two details in these schedules are worth pausing on. First, look at the interest column: avalanche's monthly interest falls faster from the very first month, because the most expensive balance is shrinking first — that compounding difference is the $551.69. Second, notice the roll-up: once the store card clears in snowball month 9, its $50 minimum plus the extra flows into the personal loan, whose payment jumps from $110 to $360. Nothing about your budget changed; the money simply redirected.
If you are considering a consolidation loan to replace these three balances with one, our loan calculator shows the monthly payment and total interest for a single fixed-rate loan so you can compare it against both plans above.
The table below assumes a 22.00% APR, a typical credit-card rate, and a fixed monthly payment that never changes. Notice how the interest climbs steeply as the balance grows relative to the payment.
| Balance | Monthly payment | Months to pay off | Total interest |
|---|---|---|---|
| $1,000 | $50 | 26 months | about $257 |
| $2,500 | $100 | 34 months | about $875 |
| $5,000 | $150 | 52 months | about $2,798 |
| $10,000 | $250 | 73 months | about $8,189 |
| $15,000 | $350 | 85 months | about $14,678 |
These figures are illustrative. They assume a fixed 22.00% APR, a payment that never changes, and no new spending on the account. Your own rate, minimum payment and spending habits will move every number here. The last row is the one worth sitting with: at $350 a month, a $15,000 balance costs nearly as much in interest as the original debt.
More than almost anyone expects. Because interest is charged on the remaining balance, every dollar above the interest charge cuts next month's interest as well as this month's debt.
Take a $5,000 balance at 22% APR and compare two payments:
Read that last line again: two years and two months of your life, and $1,512, for $100 a month.
You do not need $100. Even $25 a month moves the date forward, and a lump sum from a tax refund works the same way. Use the extra payment field above to test a figure you could genuinely sustain.
Card minimums are set low — commonly 2% to 2.5% of the balance, or a small floor amount, whichever is greater. In practice this is the most expensive way to carry a balance, because most of the payment is absorbed by interest before it touches what you owe.
Return to the $5,000 balance at 22% APR. A 2% minimum on that balance is $100. Pay a flat $100 every month and the debt takes about 137 months — more than 11 years — and costs about $8,678 in interest. You would repay $13,678 in total to clear $5,000.
Compare that with the $150 payment in the table above: 52 months and $2,798. An extra $50 a month saves roughly $5,880 and over seven years.
It gets worse if the minimum shrinks. Most card minimums are recalculated as a percentage of the current balance, so as you pay down, the required payment falls too. Paying only that declining minimum stretches the payoff out dramatically — on this balance it runs into decades rather than years. If you can do nothing else, fix your payment at today's minimum and never let it drop.
This is why your statement carries a legally required minimum-payment warning. The CFPB's credit card resources explain what those disclosures are telling you.
Time to debt-free is the number of months until the balance reaches zero at your current payment. It assumes no new spending on the account — the assumption most likely to break in real life. Keep using the card and the date moves further away every month.
Total interest is the cost of carrying the debt. It is the figure to watch when you are comparing options, because it is what consolidating, overpaying or switching cards is actually trying to reduce.
Total paid is the balance plus the interest: everything that will leave your account. Seeing $13,678 attached to a $5,000 debt is often what turns a vague intention into an actual plan.
What changes them most? The payment size, by a wide margin. Going from $150 to $250 on a $5,000 balance halves the timeline. The interest rate matters too, but less than people assume at this level: dropping that same debt from 22% to 15% while still paying $150 saves roughly $800 — real money, but less than the $1,512 that the bigger payment saves. Lower the rate if you can; raise the payment if you can only do one.
Consolidation replaces several expensive debts with one cheaper one. It does not reduce what you owe — it reduces the rate at which the debt grows, which only helps if you keep the payments up.
Move a card balance to a new card offering 0% for a promotional period. Clear it within that window and you avoid interest almost entirely. Watch for the transfer fee, typically 3% to 5% of the amount moved, and check the rate that applies once the promotion ends.
A fixed-rate personal loan usually costs less than card debt and gives you a definite end date, which cards never do. Use our loan calculator to compare the payment and total interest against what you pay now, and check the APR so fees are included.
The same idea across several debts: one payment, one rate, one payoff date. The convenience is real, but so is the risk of a longer term quietly costing more overall.
Three risks to weigh first. A longer term can lower the monthly payment while increasing the total interest. Transfer and origination fees eat into the saving. And clearing a card frees up credit that is easy to spend again — leaving you with the loan and a fresh balance. Applying also triggers a hard credit inquiry. Consolidation works when it is paired with not borrowing again.
None of these are clever tricks — just the ordinary levers that move the payoff date.
If debt is genuinely unmanageable, a non-profit credit counsellor can help. The FTC explains how to find legitimate help and spot debt-relief scams.
Six steps; an hour with a sheet of paper is usually enough.
Pay as much above the minimum as your budget allows, and direct that extra money at one debt at a time rather than spreading it thinly. Every dollar above the interest charge reduces the balance directly, which lowers next month's interest. Lowering the rate through consolidation can help too, but payment size is the lever with the largest effect.
The avalanche method, which targets the highest interest rate first, always costs less in total interest. The snowball method, which targets the smallest balance first, clears individual debts sooner and gives you visible wins that help you keep going. Neither is universally better: the best method is the one you will actually finish.
It depends on the balance, the APR and what you pay each month. A $5,000 balance at 22% APR takes about 52 months at $150 a month, but only about 26 months at $250 a month. Enter your own numbers in the calculator above to see your payoff date and the total interest.
Usually far more than people expect, because every extra dollar goes straight at the balance instead of at interest. On a $5,000 balance at 22% APR, raising the payment from $150 to $250 a month clears the debt about 26 months sooner and saves roughly $1,512 in interest. Enter an extra amount above to see the effect on your own balance.
A minimum payment is usually a small percentage of the balance, so most of it covers that month's interest and only a little reduces what you owe. On a $5,000 balance at 22% APR, paying a flat $100 a month takes about 137 months and costs about $8,678 in interest. If the minimum falls as the balance falls, the payoff stretches out even further.
Paying the highest interest rate first costs less overall, because expensive debt is what drains the most money each month. Paying the smallest balance first removes a whole debt sooner, which many people find easier to sustain. If the difference in total interest is small, choose the order you are most likely to stick with.
It can, if it genuinely lowers your interest rate and you keep paying the same amount each month. The risk is that a longer term lowers the payment and quietly increases the total interest, and that clearing a card frees up credit you then use again. Check the APR, any balance-transfer or origination fee, and the full term before consolidating.
There is no single figure, but a useful test is whether your payment clears the balance in a timeframe you can accept. Start from the minimum, then add whatever your budget genuinely allows and check the payoff date in the calculator. Raising the payment by even $50 a month usually shortens the timeline noticeably.
Avalanche is always cheaper on paper because it kills your most expensive interest first. On the $15,000 example on this page it saves $551.69 and finishes one month sooner. But snowball clears your first debt in month 9 instead of month 26, and that visible progress is what keeps many people going. Avalanche wins the arithmetic; the method you will still be following in year three wins in real life.
Yes, and it is often the most practical plan. A common hybrid is to clear one small, annoying balance first for the morale boost, then switch to strict highest-interest order for everything that remains. You give up a little of the avalanche saving in exchange for an early win. Use the planner above to price that choice: run both methods, see the gap for your own debts, and decide whether it is worth paying.
More than most people expect, because every extra dollar skips the interest queue and hits the balance directly. On the $15,000 example, the $200 monthly extra is what turns a decades-long minimum-payment grind into a three-year plan. Even $25 or $50 a month shifts the payoff date measurably — drag the extra payment slider in the planner above and watch both debt-free dates move.
Revolving debt is modeled by simulating the balance month by month rather than by applying a closed-form formula. Each month the calculator charges interest equal to the balance multiplied by the monthly rate (APR ÷ 12), subtracts your payment, and repeats until the balance reaches zero. This is the honest way to model a debt whose interest changes every month, and it is how the figures in the tables on this page were produced. Where a payment cannot cover the monthly interest, the tool reports that the debt is never repaid instead of printing a number.
Balances, rates and payments are estimates you supply; we do not check your statements, contact lenders, or quote consolidation offers. The 22.00% APR used in the tables is an illustrative mid-range credit-card rate chosen to make the arithmetic easy to follow — it is not an offer or a prediction. For published averages on consumer credit rates, see the Federal Reserve's G.19 consumer credit release.
The model assumes no new spending on the account, no fees or penalty charges, no promotional or deferred-interest periods, and a rate that stays fixed. Real card minimums usually shrink as the balance falls; where this page quotes a "minimum only" scenario it uses a fixed payment equal to 2% of the opening balance, which is the more favorable of the two assumptions. Figures are rounded for display, so a total may differ by a dollar from the sum of its parts.
The snowball and avalanche planner uses the same month-by-month engine across several debts at once. Each month it charges interest on every open balance, pays each minimum, then sends the entire remainder — your extra payment plus the minimums freed by any debt already cleared — to a single target. Snowball picks the smallest remaining balance; avalanche picks the highest APR. Ties break on APR and balance respectively. Both strategies are simulated on every change, which is why the comparison is a real calculation rather than an estimate of the method you are not viewing. If the pooled payment cannot cover the first month's interest, the planner reports that the debt is never repaid instead of printing a payoff date.
The $15,000 example and both published schedules were generated by that same engine, not typed by hand, so the static tables cannot drift from the live tool. The three balances, rates and minimums in that example are illustrative figures chosen to show a realistic spread of card and loan rates; they are not averages or recommendations.
These free tools cover the rest: