Debt calculators

Debt Payoff Calculator

Enter every balance you owe, its rate and its minimum payment, along with the single amount going toward debt each month, and this debt payoff calculator returns the debt-free date, the total interest and the month each balance clears.

Which order?
Debt 1
Debt 2
Debt 3
Debt 4

Debt-free July 1, 2029 after 34 months

Months to debt-free
34
Total interest
$5,130.95
Total paid
$36,880.95

Payoff order

  1. 1 Store card $1,850.00 · 27.5% March 2027
  2. 2 Credit card $6,200.00 · 22.9% April 2028
  3. 3 Personal loan $9,400.00 · 11.4% January 2029
  4. 4 Car loan $14,300.00 · 6.9% July 2029
The same debts and the same budget, ordered two ways.
SnowballAvalanche
Months to debt-free3434
Debt-free dateJuly 1, 2029July 1, 2029
Total interest$5,130.95$5,130.95
First debt clearedStore card, month 6Store card, month 6

On these debts the two methods are identical — the orders route the freed payments the same way, so there is nothing to choose between them.

Month-by-month plan — every month, every balance
Balance remaining on each debt at the end of every month.
#DateCredit cardStore cardPersonal loanCar loanPaidInterest
12026-10-01$6,163.32$1,517.40$9,259.30$14,042.23$1,100.00$332.25
22026-11-01$6,125.94$1,177.17$9,117.26$13,782.97$1,100.00$321.09
32026-12-01$6,087.84$829.15$8,973.87$13,522.22$1,100.00$309.74
42027-01-01$6,049.02$473.15$8,829.12$13,259.97$1,100.00$298.18
52027-02-01$6,009.46$108.99$8,683.00$12,996.21$1,100.00$286.40
62027-03-01$5,705.63$0.00$8,535.49$12,730.94$1,100.00$274.40
72027-04-01$5,284.51$0.00$8,386.58$12,464.14$1,100.00$263.17
82027-05-01$4,855.36$0.00$8,236.25$12,195.81$1,100.00$252.19
92027-06-01$4,418.02$0.00$8,084.49$11,925.94$1,100.00$241.03
102027-07-01$3,972.33$0.00$7,931.29$11,654.51$1,100.00$229.68
112027-08-01$3,518.14$0.00$7,776.64$11,381.52$1,100.00$218.17
122027-09-01$3,055.28$0.00$7,620.52$11,106.96$1,100.00$206.46
132027-10-01$2,583.58$0.00$7,462.91$10,830.83$1,100.00$194.56
142027-11-01$2,102.88$0.00$7,303.81$10,553.11$1,100.00$182.48
152027-12-01$1,613.01$0.00$7,143.20$10,273.79$1,100.00$170.20
162028-01-01$1,113.79$0.00$6,981.06$9,992.86$1,100.00$157.71
172028-02-01$605.04$0.00$6,817.38$9,710.32$1,100.00$145.03
182028-03-01$86.59$0.00$6,652.15$9,426.15$1,100.00$132.15
192028-04-01$0.00$0.00$6,043.59$9,140.35$1,100.00$119.05
202028-05-01$0.00$0.00$5,341.00$8,852.91$1,100.00$109.97
212028-06-01$0.00$0.00$4,631.74$8,563.81$1,100.00$101.64
222028-07-01$0.00$0.00$3,915.74$8,273.05$1,100.00$93.24
232028-08-01$0.00$0.00$3,192.94$7,980.62$1,100.00$84.77
242028-09-01$0.00$0.00$2,463.27$7,686.51$1,100.00$76.22
252028-10-01$0.00$0.00$1,726.67$7,390.71$1,100.00$67.60
262028-11-01$0.00$0.00$983.07$7,093.21$1,100.00$58.90
272028-12-01$0.00$0.00$232.41$6,794.00$1,100.00$50.13
282029-01-01$0.00$0.00$0.00$5,967.69$1,100.00$41.28
292029-02-01$0.00$0.00$0.00$4,902.00$1,100.00$34.31
302029-03-01$0.00$0.00$0.00$3,830.19$1,100.00$28.19
312029-04-01$0.00$0.00$0.00$2,752.21$1,100.00$22.02
322029-05-01$0.00$0.00$0.00$1,668.04$1,100.00$15.83
332029-06-01$0.00$0.00$0.00$577.63$1,100.00$9.59
342029-07-01$0.00$0.00$0.00$0.00$580.95$3.32

What this page tells you

A debt calculator usually asks for one balance. Most households carry four or five at once — a card, a store account, a personal loan, a car — and the question they actually have is not what any one payment costs. It is how long the whole set takes on the money that can be found for it each month, and what the set will have cost by the time it is gone.

The arithmetic runs a month at a time. Every balance is charged its own interest, every minimum is paid, and whatever the budget has left over goes to one target debt. When that debt reaches zero its minimum is not retired with it — the money joins the surplus and reaches the next balance in the same month, which is why the later debts fall so much faster than the first. That rollover is the whole of what a debt reduction calculator adds over clearing each balance on its own schedule.

The debt-free date here is the month the final balance reaches zero, counted forward from the first payment. Where the budget will not cover the minimums the page reports the shortfall and stops, rather than printing a date that assumes money which is not there. Nothing typed is transmitted, nothing is kept between visits, and the calculation itself never leaves the browser.

How to read the result

The debt-free date is the month the last balance reaches zero, counted forward from the first payment date rather than averaged across the debts. Thirty-four monthly payments beginning 1 October 2026 end on 1 July 2029, because the last of them falls thirty-three months after the first. What a debt free calculator hands back is that one date for the whole set, and a date is the coarser of the two measures on the panel: it moves only when a whole month is saved, while the interest figure moves every month. Each balance also carries its own closing month, and the debt-free date is simply the last of them.

A freed minimum moves in the month it is freed, not the month after. In the example below the store card owes $111.49 in month six; its own $45.00 minimum covers part of that and $66.49 of the $330.00 surplus finishes it. The $263.51 left over reaches the credit card in that same month and takes it to $5,705.63. From month seven the credit card receives $530.00 — its own $155.00 minimum, the $330.00 surplus and the store card's freed $45.00 — and that figure keeps growing as each debt closes.

On these four debts the two orderings return the same plan, to the cent. The store card is the smallest balance and also the highest rate, and below it the balances rise in exactly the order the rates fall, so smallest-first and highest-rate-first pick the same sequence: 34 months, $5,130.95 of interest, the same four closing months. The methods are not always close and they are not always different; here the gap is nothing at all, which is worth knowing before choosing between them. Raise the personal loan's rate to 24.900% and the orders do part company — the highest-rate plan pays it second instead of third and saves $179.64, while both still finish in 37 months.

The budget decides far more than the ordering does. Drop to $770.00 a month, which is exactly the four minimums added together, and the same debts take 57 months and $11,737.42 of interest, ending on 1 June 2031. The $330.00 of surplus is therefore worth 23 months and $6,606.47, against the nothing that the choice of method is worth on these numbers. Where the two do differ, the planner page prints the gap in months and in interest rather than arguing for one of them.

The last month costs less than the budget. Thirty-three months of $1,100.00 are followed by a final month of $580.95, because that month only has to clear what is left. The two come to $36,880.95, which is the $31,750.00 owed at the start plus $5,130.95 of interest — the identity every plan on this site is checked against before any figure is shown.

How the plan is built

ik=round(bk1r)i_k = \operatorname{round}\left(b_{k-1} \cdot r\right)
B
your total monthly budget across every debt
iₖ
each debt's interest for month k, rounded half-up to the cent
bₖ₋₁
that debt's balance before this month's interest

Each month: interest is added to every open balance, every open debt receives its minimum, and whatever is left of the budget goes to one target debt — the first in the chosen order that is still open.

When a debt closes, it simply stops receiving anything, so its former minimum stays in the budget and reaches the next target in the same month. That is the rollover, and it is a consequence of the rule rather than an extra step.

The rounding rule, the final-payment adjustment and the published test vectors are all on the methodology page.

A worked example

A worked example: four debts on a $1,100 budget

Take a $6,200 credit card at 22.900% with a $155 minimum, an $1,850 store card at 27.500% with a $45 minimum, a $9,400 personal loan at 11.400% with a $230 minimum and a $14,300 car loan at 6.900% with a $340 minimum — $31,750.00 owed in all. The minimums come to $770.00, so an $1,100.00 budget leaves $330.00 a month to direct. Month one charges 6,200.00 × 22.9 ÷ 1,200 = 118.3167 on the credit card, rounded half-up to $118.32; 1,850.00 × 27.5 ÷ 1,200 = 42.3958 → $42.40 on the store card; 9,400.00 × 11.4 ÷ 1,200 = $89.30 exactly on the personal loan; and 14,300.00 × 6.9 ÷ 1,200 = 82.225 on the car loan, which sits on the half-cent and rounds up to $82.23. That is $332.25 of interest in the first month, against $330.00 of surplus.

Both methods put the store card first, and they agree the whole way down: the balances 1,850 → 6,200 → 9,400 → 14,300 rise in exactly the order the rates 27.5 → 22.9 → 11.4 → 6.9 fall. So the store card takes its $45.00 minimum and the entire $330.00 surplus — 1,850.00 + 42.40 − 45.00 − 330.00 = $1,517.40 — while the other three take only their minimums and end month one at $6,163.32, $9,259.30 and $14,042.23.

The store card comes into month six owing $108.99. It accrues 108.99 × 27.5 ÷ 1,200 = 2.4977, rounded half-up to $2.50, so it owes $111.49. Its $45.00 minimum leaves $66.49, the surplus covers that, and the debt closes in month 6. The other $263.51 of the surplus does not wait for month seven: the credit card accrues $114.68 on its $6,009.46, reaching $6,124.14, pays its own $155.00 minimum and then the $263.51, and ends the month at $5,705.63 — down $303.83 in a month when its minimum alone would have moved it by $40.32.

The credit card closes in month 19, the personal loan in month 28 and the car loan in month 34. Counting forward from 1 October 2026, that is a debt-free date of 1 July 2029 and $5,130.95 of interest on the $31,750.00 started with. Running the same four debts highest-rate-first returns those figures unchanged — 34 months, $5,130.95, the same four closing months — because the order was never different. Left on the minimums alone the same set takes 57 months and $11,737.42, so the $330.00 a month above the minimums is worth 23 months and $6,606.47 while the choice of method is worth nothing here at all.

The debts
$6,200 at 22.9% (min $155); $1,850 at 27.5% (min $45); $9,400 at 11.4% (min $230); $14,300 at 6.9% (min $340)
Owed, minimums, budget, surplus
$31,750.00, $770.00, $1,100.00, $330.00
Order, both methods
store card, credit card, personal loan, car loan — identical
Debt-free
34 months, 1 July 2029
Total interest
$5,130.95
Each debt closes
store card month 6, credit card month 19, personal loan month 28, car loan month 34
Snowball against avalanche
no difference: same months, same interest, same closing months
Last month's payment
$580.95, against $1,100.00 in each of the other 33
On the $770.00 of minimums alone
57 months, 1 June 2031, $11,737.42 of interest
What the $330.00 surplus is worth
23 months and $6,606.47

Every figure here is derived from the formula above and checked to the cent against vector §6.3 (new vector) in the published test vectors — not read back off this page.

What this does not model

  • The plan assumes every dollar above a minimum reaches the debt it is aimed at, in the month it is sent. A lender that treats it as an advance on the next instalment leaves that balance where it was — and the ordering then stops mattering, because snowball, avalanche and paying the minimums all return the same answer. Ask for extra payments to be applied to principal, in writing.
  • Interest is charged once a month on each balance, at that debt's own rate. There is no daily accrual and no compounding within the month, so a card that compounds daily will charge a little more than the plan shows.
  • Each minimum is a fixed amount for the length of the plan. A card's real minimum is normally a percentage of the balance and shrinks as the balance does, which makes a fixed minimum slightly optimistic for any debt that is not yet the target; the credit card page models the percentage rule instead.
  • Fees, annual charges, late charges and promotional rates are not modelled, and every rate is fixed for the length of the plan. Nothing here is a lender's quote or an offer of any kind.
  • The budget is the same every month, and nothing new is borrowed against any of these balances while the plan runs. New spending on a card that is still open is the ordinary reason a real plan takes longer than the one on this page.
  • Nothing typed here is transmitted. There are no accounts, no saved plans and no files to download; the calculation runs in the browser, and the only thing that leaves it is the link you choose to copy — balances, rates, minimums and the budget, never the labels.

When to use a different page

One loan or several, fixed payment or revolving — that is the real question behind this family of calculators, and it decides which page answers yours.

Questions people ask

How does a debt payoff calculator work?

It runs every debt forward one month at a time. Each month it charges each balance its own interest, pays every minimum, then puts whatever the budget has left on a single target debt, chosen either as the smallest balance or as the highest rate. A debt that reaches zero stops being paid and its minimum joins the money going to the next target, in the same month. The plan ends in the month the last balance clears, and that month is the debt-free date.

How long will it take me to pay off my debt?

That depends almost entirely on what is paid above the minimums. The four debts on this page total $31,750.00 and carry $770.00 of minimums: paid at $1,100.00 a month they clear in 34 months, and paid at $770.00 they take 57. The extra $330.00 a month is worth 23 months and $6,606.47 in interest, which is the figure to look at before anything else on the panel.

Should I pay off the smallest balance or the highest rate first?

On these four debts it makes no difference at all — the store card is both the smallest balance and the highest rate, so the two orderings produce the same 34 months and the same $5,130.95. That is not a general rule. Where a large balance carries the highest rate the two part company, and paying by rate is then the cheaper of them; the page prints both plans so the gap, or the absence of one, is visible rather than argued.

What happens to a debt's minimum payment once it is paid off?

It goes to the next debt, in the month it is freed rather than the month after. In the example the store card closes in month 6 using its $45.00 minimum and $66.49 of the surplus, and the $263.51 that was not needed reaches the credit card that same month. From month seven the credit card receives $530.00 a month: its own $155.00 minimum, the $330.00 surplus and the store card's $45.00.

How accurate is a debt repayment calculator?

The arithmetic is exact — integer cents, one interest calculation per balance per month, rounded half-up once, and a final check that everything paid equals what was owed plus the interest. What limits it is the inputs. Real minimums shrink as balances fall, some issuers compound daily, and fees and promotional rates are not modelled here, so treat the date as a close floor rather than a promise.

Does this debt calculator store the numbers I enter?

No. There are no accounts, nothing is saved between visits, and nothing typed is sent anywhere. The balances, rates, minimums and budget are encoded into the address bar so a plan can be bookmarked or reopened later, and that link carries figures and nothing else — the labels you give the debts are never part of it.