Budget & Credit · payoff planner

Debt Payoff Calculator

Plan your way out of debt with a real month-by-month simulator: up to 20 debts, snowball vs avalanche vs custom order, the fixed-total roll-down toggle, scheduled extra payments, and an honest minimum-only baseline — including “Never” when minimums cannot win. Solve the payment a debt-free date requires, and export the whole plan as a 10-sheet Excel workbook. Works in any currency.

Transparent assumptions Not a payoff quote Up to 20 debts Download XLSX Works on any device

Educational estimate only — never a lender payoff quote, never financial or debt advice.

Avalanche pays the highest-APR debt first and costs the least interest when APRs are fixed; snowball pays the smallest balance first and wins motivation. Expiring promo rates can change the cheapest order — the comparison table shows your actual gap. Either way, the two biggest levers are the same: pay more than the minimums, and keep your total payment fixed as each debt clears so freed minimums roll into the next target. This calculator simulates all of it month by month and shows your exact debt-free date.

Interactive debt payoff calculator

Avalanche4 active debts

Everything runs in your browser — nothing you type is stored or sent anywhere. Do not enter account numbers or personal identifiers; debt names like “Visa card” are enough.

Formats the numbers only — lender rules vary by country.

Your debts (4/20)

$
%
$
More options (promo APR, monthly fee)
%

E.g. 0% balance transfer.

0 = no promo. Standard APR applies afterwards.

$

Added to the balance each month.

$
%
$
More options (promo APR, monthly fee)
%

E.g. 0% balance transfer.

0 = no promo. Standard APR applies afterwards.

$

Added to the balance each month.

$
%
$
More options (promo APR, monthly fee)
%

E.g. 0% balance transfer.

0 = no promo. Standard APR applies afterwards.

$

Added to the balance each month.

$
%
$
More options (promo APR, monthly fee)
%

E.g. 0% balance transfer.

0 = no promo. Standard APR applies afterwards.

$

Added to the balance each month.

Targets highest APR.

Roll-down behaviour

Payment budget

$

On top of $645 in minimums.

More extras (yearly bonus, one-time, limited-time)
$

1 = January … 12 = December.

$

1 = next month.

$

Debt-free date

43 months

January 2030

3.6 years from now under avalanche with a fixed total payment.

Total interest

$4,305.39

Total paid: $33,805 on $29,500 of debt.

vs minimum-only

68 mo sooner

$4,047 less interest than paying minimums.

First debt cleared

Month 7

Store card — your first win.

Adding $100/month

6 mo / $724

Months and interest saved by one extra payment habit.

What your numbers say

  • Your highest-cost debt is Store card at 27% APR — every extra unit aimed there saves the most interest.
  • Snowball and avalanche cost almost the same here — order by motivation, not math.
  • Snowball clears its first debt (Store card) in month 7 — the early-win effect.
  • Your plan beats minimum-only by 68 months and $4,047 of interest.
  • Adding $100 per month would save another 6 months and $724 of interest.

Educational observations — not financial, credit, or debt advice. If debt feels unmanageable, a qualified nonprofit credit counselor can help.

Strategy comparison

Same debts, same budget — only the payoff order changes. The right choice balances math and motivation.

Minimum-only

Debt-free
September 2035
Months
111
Total interest
$8,352.28
Interest saved vs min.
$0
First win
Month 36
Best for
Baseline

Snowball

Debt-free
January 2030
Months
43
Total interest
$4,305.39
Interest saved vs min.
$4,047
First win
Month 7
Best for
Fastest first win

AvalancheSelected

Debt-free
January 2030
Months
43
Total interest
$4,305.39
Interest saved vs min.
$4,047
First win
Month 7
Best for
Targets highest APR

Highest payment

Debt-free
March 2030
Months
45
Total interest
$5,974.95
Interest saved vs min.
$2,377
First win
Month 23
Best for
Best cash-flow relief

Custom

Debt-free
January 2030
Months
43
Total interest
$4,381.75
Interest saved vs min.
$3,971
First win
Month 19
Best for
Your priority order

Hybrid

Debt-free
January 2030
Months
43
Total interest
$4,305.39
Interest saved vs min.
$4,047
First win
Month 7
Best for
Quick win + interest saving

Balance over time

Your plan (starts at $28,940)Minimum-only baseline
Payoff milestones

Store card

Paid off in
Month 7
Date
January 2027

Visa card

Paid off in
Month 22
Date
April 2028

Car loan

Paid off in
Month 29
Date
November 2028

Student loan

Paid off in
Month 43
Date
January 2030
Month-by-month totals (first 24 months)

1

Date
July 2026
Paid
$795.00
Remaining balance
$28,940.12
Cumulative interest
$235.12

2

Date
August 2026
Paid
$795.00
Remaining balance
$28,373.66
Cumulative interest
$463.66

3

Date
September 2026
Paid
$795.00
Remaining balance
$27,800.49
Cumulative interest
$685.49

4

Date
October 2026
Paid
$795.00
Remaining balance
$27,220.51
Cumulative interest
$900.51

5

Date
November 2026
Paid
$795.00
Remaining balance
$26,633.59
Cumulative interest
$1,108.59

6

Date
December 2026
Paid
$795.00
Remaining balance
$26,039.64
Cumulative interest
$1,309.64

7

Date
January 2027
Paid
$795.00
Remaining balance
$25,438.52
Cumulative interest
$1,503.52

8

Date
February 2027
Paid
$795.00
Remaining balance
$24,830.17
Cumulative interest
$1,690.17

9

Date
March 2027
Paid
$795.00
Remaining balance
$24,215.04
Cumulative interest
$1,870.04

10

Date
April 2027
Paid
$795.00
Remaining balance
$23,593.02
Cumulative interest
$2,043.02

11

Date
May 2027
Paid
$795.00
Remaining balance
$22,964.02
Cumulative interest
$2,209.02

12

Date
June 2027
Paid
$795.00
Remaining balance
$22,327.92
Cumulative interest
$2,367.92

13

Date
July 2027
Paid
$795.00
Remaining balance
$21,684.62
Cumulative interest
$2,519.62

14

Date
August 2027
Paid
$795.00
Remaining balance
$21,034.00
Cumulative interest
$2,664.00

15

Date
September 2027
Paid
$795.00
Remaining balance
$20,375.96
Cumulative interest
$2,800.96

16

Date
October 2027
Paid
$795.00
Remaining balance
$19,710.38
Cumulative interest
$2,930.38

17

Date
November 2027
Paid
$795.00
Remaining balance
$19,037.14
Cumulative interest
$3,052.14

18

Date
December 2027
Paid
$795.00
Remaining balance
$18,356.14
Cumulative interest
$3,166.14

19

Date
January 2028
Paid
$795.00
Remaining balance
$17,667.25
Cumulative interest
$3,272.25

20

Date
February 2028
Paid
$795.00
Remaining balance
$16,970.34
Cumulative interest
$3,370.34

21

Date
March 2028
Paid
$795.00
Remaining balance
$16,265.28
Cumulative interest
$3,460.28

22

Date
April 2028
Paid
$795.00
Remaining balance
$15,551.96
Cumulative interest
$3,541.96

23

Date
May 2028
Paid
$795.00
Remaining balance
$14,831.71
Cumulative interest
$3,616.71

24

Date
June 2028
Paid
$795.00
Remaining balance
$14,107.17
Cumulative interest
$3,687.17

The Excel download includes per-debt schedules for avalanche, snowball, custom, the minimum-only baseline — and your selected strategy when it differs.

Download your payoff plan workbook

Exports your debt payoff summary, strategy comparison, month-by-month avalanche / snowball / custom schedules, minimum-only baseline, chart data, methodology, and disclaimer.

Generated in your browser from the numbers you entered — no sign-in, no email, nothing stored or sent to a server. Found an issue? Report it.

Quick answers

How long will it take to pay off my debt?

It depends on three numbers: balances, APRs, and what you pay monthly. This calculator simulates every month — interest accrues, minimums are paid, extra money attacks one target debt — and reports your exact debt-free date. Paying only minimums on high-APR cards can take decades or never finish; a fixed extra amount usually cuts years off.

Should I use debt snowball or avalanche?

With fixed APRs, avalanche (highest APR first) costs the least interest mathematically; promotional rates that expire can change that order. Snowball (smallest balance first) gives faster early wins, which many people find easier to stick with. Run both here and look at the actual gap — when it is small, the method you will actually follow is the better method.

What is the fastest way to pay off debt?

Mathematically: pay every minimum, send every spare unit to the highest-APR debt (avalanche), keep your total payment fixed as debts clear (roll-down), and avoid new borrowing. Behaviourally, the fastest plan is the one you sustain — which is why this tool compares five orders side by side.

How much should I pay monthly to be debt-free by a date?

Use the “Debt-free by date” mode: pick a target month and the calculator solves the required monthly payment (and the extra above minimums) under your chosen payoff order, with the interest that plan would cost.

How to use this debt payoff calculator

  1. List your debts. Add each debt (up to 20) with its name, type, remaining balance, APR, and minimum payment. Optional per-debt extras: a promotional APR with its end month (0% balance transfers) and a monthly fee.
  2. Set your payment budget. Enter minimums + an extra monthly amount, or one total monthly budget. Add a yearly bonus month, a one-time payment, or a limited-time recurring extra if you have them.
  3. Choose a strategy. Avalanche (highest APR first) for lowest cost, snowball (smallest balance first) for early wins, highest-payment-first for cash-flow relief, your own custom order, or the hybrid quick-wins-then-avalanche.
  4. Decide the roll-down behaviour. Keep the total payment fixed (freed minimums roll into remaining debts — usually much faster) or let the payment fall as each debt clears.
  5. Read the plan. Debt-free date, total interest, savings vs minimum-only, the avalanche-vs-snowball gap, first-win milestones, the balance curve, and a plain-English diagnosis.
  6. Target a date or export. Flip to “Debt-free by date” to solve the payment a deadline requires, and download the Excel workbook with month-by-month schedules for avalanche, snowball, custom, the minimum-only baseline — plus your selected strategy when it differs.

The payoff math

Monthly interest

Monthly Rate = APR ÷ 100 ÷ 12 · Interest = Balance × Monthly Rate

Accrued monthly in this model; many cards accrue daily in reality.

Each simulated month

Balance + Fee + Interest − Minimum − Targeted Extra = New Balance

Payments cap at the balance — it never goes negative.

Principal vs interest

Principal Paid = Total Payment − Interest

Only principal shrinks future interest — the engine of every saving.

Roll-down (fixed total)

Freed Minimums → Next Target Debt

Keeps Total Payment constant after each payoff. Off = payment falls instead.

Savings vs baseline

Saved = Minimum-Only Interest − Strategy Interest

Time saved works the same way, in months. Baseline can be “Never”.

Never-amortizing test

Payment ≤ Balance × Rate + Fee → balance grows

Flagged per debt; results show “Never” rather than a fake date.

Debt-free by date

Required Extra = solve(months(extra) ≤ target)

Bisection over the full simulation — promos, fees, and roll-down included.

Simulation cap

600 months (50 years)

Plans that outlive the cap are reported as not practical, not rounded down.

Understanding debt payoff strategies

What this calculator does

It is a month-by-month debt payoff simulator. Each simulated month, interest accrues on every balance at its APR, every minimum payment is applied, and whatever budget remains attacks one target debt — chosen by your strategy. When a debt dies, its payment can roll into the next target. The output is not an approximation: it is the complete schedule, down to the final capped payment.

Use it when you have one or more debts and a monthly amount to throw at them, and you want three answers: when will I be done, what will it cost, and which order should I pay. It deliberately does not handle consolidation or settlement — those are different decisions with their own trade-offs.

The debt avalanche, explained

Avalanche directs every spare unit at the debt with the highest APR while paying minimums on the rest. When it dies, the next-highest APR becomes the target. Because the most expensive balance shrinks first, total interest is the lowest of any order when APRs stay constant. Promotional rates that expire mid-plan can change that — the comparison table computes your actual cheapest order.

Its weakness is psychological: if your highest-APR debt is also your largest, the first win can take years. The comparison table shows exactly how long avalanche makes you wait for that first cleared account.

The debt snowball, explained

Snowball targets the smallest balance first, regardless of rate. The first debt disappears quickly, its minimum payment rolls into the next-smallest, and the payment “snowball” grows with every win.

It usually costs somewhat more interest than avalanche — the calculator shows the exact gap rather than a slogan. What it buys is momentum: visible progress early, fewer accounts to track, and a plan many people actually finish.

Snowball vs avalanche: choosing honestly

Run both and look at two numbers: the interest gap and the first-win gap. When the interest gap is small (common when APRs are similar), snowball is nearly free motivation. When one debt carries a far higher rate — payday loans, penalty-rate cards — the avalanche gap gets large and the math deserves more weight.

There is no universally correct answer, and this page will not pretend otherwise. The hybrid strategy here is the honest middle: clear the tiny balances first for momentum, then switch to highest-APR for everything else.

The minimum-only trap

Card minimums are typically a small percentage of the balance, recalculated monthly. Paying only minimums means your payment shrinks as the balance shrinks — stretching payoff over decades. And when a minimum does not even cover the month’s interest, the balance grows: the debt literally never amortizes.

The baseline column makes this visible: it shows minimum-only payoff honestly, including “Never (not amortizing)” when that is the truth. Every savings figure on this page is measured against that baseline.

Why the fixed-total toggle changes everything

Suppose you pay 500/month across three debts. When the first debt clears, do you keep paying 500 (its freed minimum rolls into the others), or drop to 420? Rolling forward is how both snowball and avalanche generate acceleration; reducing payments quietly gives the acceleration back to the lender.

The toggle exists because both behaviours are real: some people need the freed cash flow for living costs. The calculator simulates whichever you choose — just know the difference is often measured in years, not months.

How extra payments cut interest

Interest each month is balance × APR ÷ 12. Every extra unit of payment reduces the balance immediately, which reduces every future month’s interest — the saving compounds for the whole remaining life of the debt. That is why an extra 100/month early often saves more than its face value in interest.

The “+100/month” card quantifies this for your exact debts. Yearly bonuses and one-time windfalls work the same way: the earlier they land, the more interest they erase.

Reading your debt-free date

The date assumes: balances and APRs as entered, no new charges, payments made on time every month, and your extra payments actually happening. It is a model of discipline, not a promise.

Real life adds noise — a skipped month, a new charge, a rate change. Re-run the plan when things change; the direction matters more than the exact month. And your lender’s official payoff quote, not this page, is the number for closing an account.

Consolidation, balance transfers, and other tools

Debt consolidation (one new loan replacing several debts) can simplify payments and sometimes lower rates — but fees, longer terms, and the temptation to re-borrow can erase the benefit. It is a separate decision; model it with the consolidation-style tools, not here.

0% balance-transfer offers can genuinely help — this calculator models them via the promo APR fields — but watch the transfer fee, the rate after the promo ends, and the discipline they require. Prepayment penalties exist on some loans (more common outside credit cards): check your agreement before sending large extra payments.

Emergency fund vs debt payoff

Paying down a 24% card is a guaranteed 24% return — hard to beat. But with zero cash buffer, the next surprise bill goes straight back on the card, undoing the progress. The common educational order: a small starter cushion first, then high-interest debt hard, then the full emergency fund.

Where the line sits depends on income stability and obligations — that is a judgment call, not a formula, and serious situations deserve a professional rather than a calculator.

When to get human help

If minimums are being missed, balances grow despite payments, collectors are calling, or the plan above says “Never” at a budget you cannot raise — talk to a qualified nonprofit credit counselor or a licensed professional. Hardship programs, restructuring, and legal protections exist, vary by country, and are far beyond what any calculator should advise.

This page can still help you prepare: the debt inputs sheet and schedules in the export are exactly what a counselor asks for in the first session.

Worked examples

1. Card-heavy debt — where avalanche shines

Three cards: 4,000 at 24% (min 120), 2,500 at 29% (min 80), 1,500 at 19% (min 50), with 200/month extra and fixed-total roll-down. Both orders finish in 23 months, but avalanche pays 1,933 of interest vs snowball’s 2,104 — a 171 saving for zero extra effort. Minimum-only would take 59 months and 5,423 of interest: the extra 200 saves three years and ~3,490.

2. The motivation case — why people still pick snowball

A 800 loan at 10% (min 40) and a 12,000 loan at 16% (min 240), with 150/month extra. Snowball clears the small loan in month 5; avalanche makes you wait until month 22 for a first win. The cost of that early momentum: just 53.80 more interest, with the same 39-month finish. When the gap is this small, the plan you will stick to wins.

3. A global example in rupees — the power of extra payments

Personal loan ₹200,000 at 14% (min ₹4,800), credit card ₹60,000 at 36% (min ₹2,400), consumer durable loan ₹40,000 at 18% (min ₹1,900). On minimums-as-entered the avalanche plan takes 47 months with ₹123,090 of interest. Adding ₹3,000/month cuts it to 31 months and ₹69,775 — sixteen months sooner and ₹53,315 saved, most of it off the 36% card.

All examples are educational estimates computed by this page’s engine with monthly compounding and fixed-total roll-down.

Assumptions, methodology & limitations

Methodology & assumptions

  • Interest accrues monthly at APR ÷ 12 on the current balance; actual cards may accrue daily and differ slightly.
  • Minimum payments are the amounts you enter and stay constant; real lender minimums often recalculate monthly by formula.
  • Optional monthly fees are added to the balance before interest; promotional APRs apply through their end month, then revert.
  • No new purchases, charges, or borrowing are assumed. Payments are on time; late fees and penalty APRs are not auto-modeled.
  • Final payments cap at the remaining balance — schedules end at exactly zero, never negative.
  • The simulation caps at 600 months; anything longer reports as not amortizing rather than a fake date.
  • Nothing you enter is stored or sent anywhere — the simulation and the Excel export run entirely in your browser.

Limitations

  • Not a lender payoff quote — the official payoff amount on any date comes from your lender.
  • Lender rules, compounding, fees, taxes, minimum-payment formulas, and legal remedies vary by country. Informal loans and penalty terms can differ — use the actual rate and obligation from your lender.
  • No strategy is universally best for behaviour; the comparison shows costs so you can choose deliberately.
  • No consolidation, settlement, refinancing, or bankruptcy advice — those are separate decisions for qualified humans.

Adjacent tools: card-specific payoff math — issuer-style minimums that recalculate monthly, credit utilization, promo APRs, and balance transfers — lives in the credit card payoff calculator; fit the payment into your month with the budget calculator; compare borrowing costs with the APR calculator.

Frequently asked questions

What is a debt payoff calculator?

A tool that simulates paying off one or more debts month by month — interest accruing, minimums paid, extra money targeted by a strategy — and reports your debt-free date, total interest, and the savings of paying more than minimums.

What is the debt avalanche method?

Pay minimums on everything and send all extra money to the highest-APR debt first. With fixed APRs it is mathematically the cheapest order; a promotional rate that expires mid-plan can shift that, which is why this calculator compares the strategies on your actual numbers.

What is the debt snowball method?

Pay minimums on everything and send all extra money to the smallest balance first. It clears accounts fastest at the start, building momentum, usually at a modest extra interest cost the comparison table shows exactly.

Which method saves the most interest?

With fixed APRs, avalanche — by construction. Promotional APRs that expire can flip the order, so check the comparison table for your actual cheapest plan. How much avalanche saves over snowball depends on your APR spread: a few units when rates are similar, a lot when one debt is far more expensive.

Which method is better psychologically?

Research and practice both suggest early wins help many people persist — snowball’s advantage. But this varies by person; no method is “best for behaviour” universally, which is why all five orders run side by side here.

Should I pay off credit cards before loans?

Usually cards carry the highest APRs, so avalanche naturally targets them first. But it is the rate, not the label, that matters — a payday loan can out-price any card, and a 0% promo card can drop to the back of the queue until its promo ends.

Should I build an emergency fund first or pay debt first?

A common educational order: small starter cushion first (so surprises do not become new card debt), then high-interest debt, then the full 3–6 month fund. Income stability shifts the balance — and serious hardship deserves professional help, not a rule of thumb.

What if I can only afford minimum payments?

The baseline column shows that outcome honestly — including “Never” when a minimum does not cover interest. If that is your situation, the levers are the budget (any extra amount helps disproportionately) and your lenders: hardship programs exist. A nonprofit credit counselor can help you negotiate.

What if my payment is less than the interest?

The balance grows every month and the debt never amortizes. The calculator flags this per debt and shows “Never (not amortizing)” rather than a fake date. Fixing it requires a higher payment, a lower rate, or lender intervention.

Does this include late fees or penalty APRs?

Late fees and penalty-rate switches are not auto-modeled — they depend on behaviour and lender policy. You can model a known monthly fee per debt, and a penalty rate can be entered as the debt’s APR. The model assumes on-time payments.

Can I include a 0% balance transfer?

Yes — set the debt’s promo APR to 0% and the month the promo ends; the standard APR applies afterwards. Remember to fold any transfer fee into the balance.

Should I consolidate my debts instead?

Sometimes useful, never universal: consolidation can lower rates and simplify payments, but fees, longer terms, and re-borrowing risk can erase the benefit. This page intentionally does not advise on it — treat it as a separate decision to model separately.

Does paying off debt improve my credit score?

Often, over time — lower utilization and on-time history generally help. But scoring models are proprietary and effects vary; this calculator makes no credit-score promises.

Why is my debt-free date different from my lender statement?

Lenders may accrue interest daily, recalculate minimums monthly, charge fees, or apply payments on different dates. This model accrues monthly on your entered figures. For the official payoff amount on any given day, ask the lender — theirs is the binding number.

Can I download the payoff schedule?

Yes — the Excel workbook includes month-by-month schedules for avalanche, snowball, your custom order, and the minimum-only baseline (plus your selected strategy when it is hybrid or highest-payment), with the strategy comparison, chart data, methodology, and disclaimer. It is generated in your browser from your inputs.

How much interest can I save by paying extra?

Often dramatic on high-APR debt: an extra payment goes 100% to principal, which shrinks every future interest charge. The calculator shows the exact months and interest saved by your extra payment — and by one more 100/month on top.

Why does “keep total payment fixed” matter so much?

When a debt is paid off, its minimum payment frees up. Rolling that freed money into the remaining debts (fixed-total mode) compounds your progress like a snowball rolling downhill; letting payments fall instead can add years. The toggle is in the calculator because the difference is material.

Related calculators

Tools around the same debt and budgeting math:

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  • Credit Card Payoff CalculatorPlan up to 20 cards with issuer-style minimums that recalculate monthly, promo APRs, annual fees, and credit utilization — five payoff orders vs a minimum-only baseline, a card-free-by-date solver, a balance-transfer scenario, and a 9-sheet Excel workbook.
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  • 50/30/20 Budget CalculatorSplit take-home pay into 50% needs, 30% wants, and 20% savings/debt payoff — then compare your real spending, get a fit score, try honest alternative ratios (60/20/20, 70/15/15…), plan an emergency fund, and export a 12-sheet Excel workbook.
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  • APR CalculatorTurn a loan rate plus fees into the true annual percentage rate so you can compare offers on equal terms.

Sources & methodology

Methodology: a deterministic month-by-month simulation over your entered balances, APRs, and payments — interest at APR ÷ 12, minimums first, extras to the strategy target, payments capped at balances, freed minimums rolled forward when fixed-total mode is on, and a 600-month safety cap. The snowball/avalanche definitions follow their standard formulations in consumer-finance education. The engine and the Excel workbook are validated against hand-computed schedules and an Excel-compatible formula engine on every change. Sources verified June 2026; links open in a new tab.

Last reviewed: 14 June 2026. Formula and assumptions reviewed for accuracy. First published 11 June 2026.

Debt & money disclaimer

This calculator is for educational estimates only. It is not financial, legal, tax, credit, or debt-settlement advice, and it is never an official lender payoff quote — contact your lender for the exact payoff amount. Lender rules, daily interest accrual, minimum-payment formulas, fees, and legal remedies vary by country. If debt feels unmanageable, a qualified nonprofit credit counselor or licensed professional can help.

Built and maintained by Calculator Matters, an independent calculator project. We never ask for account numbers or identity details; inputs are processed in your browser and never stored. Engine and Excel schedules validated against hand-computed cases on every change · Last reviewed 14 June 2026 · How we calculate · Editorial policy · Privacy · Found an error? [email protected]

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