Finance, Business & Real Estate

Debt Avalanche Calculator

Estimate payoff for up to three debts using individual balances, APRs and minimum payments, with extra payments targeting the highest APR first.

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Months to Debt Free
31
Total Interest Paid$3,057.45
Total Paid$18,557.45
Final Month Payment$557.45
Extra-Payment PriorityDebt 2 → Debt 3 → Debt 1
Debt 2 Payoff Month16
Debt 3 Payoff Month31
Debt 1 Payoff Month22
Calculation AssumptionsEducational estimate using fixed APRs, monthly interest rounded to cents, fixed entered minimum payments, no new borrowing or fees, and a constant total monthly budget. Pay every minimum first, then apply the rest in the displayed priority order. Released payments roll over immediately. Priority is set from the starting balances/APRs; other debts can finish earlier through minimum payments. Real lenders may use daily interest and changing minimum payments. Check your statements and affordability before following a plan.

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Debt avalanche: highest APR first

The avalanche strategy directs extra payments to the debt with the highest APR while covering every other minimum. This calculator keeps that priority until the target is cleared, then moves to the next highest rate. Equal APRs are ordered by smaller starting balance, then by row number.

Targeting the more expensive borrowing can reduce interest compared with putting the same extra money toward a lower-rate debt. The result depends on the balances, rates, minimums and budget; it does not promise a particular saving or always produce an earlier payoff month. Some sets of debts give the same result under avalanche and snowball.

Enter your individual debts

Enter up to three balances, each annual percentage rate (APR), and each required monthly minimum from your statements. Set unused balances to zero. The total monthly budget includes all minimums plus any extra payment; it is not just the extra amount. A combined balance and average APR cannot represent which debt receives the extra money.

How the monthly simulation works

At the start of each simulated month, interest is added to each outstanding balance at APR divided by 12. Interest and payments are rounded to cents. Each debt receives its entered minimum, capped at the amount owed. The remaining budget goes to the first unpaid debt in the strategy's priority order. If it is cleared, any money left over goes to the next debt in the same month. The budget stays constant as accounts are paid off, so their released payments remain available.

The displayed payoff month includes the final partial payment. A different debt can finish first through its minimum payments even if it is not first in the extra-payment priority. If the budget cannot cover the minimums, or the debts remain unpaid after the 100-year calculation limit, the calculator reports that limitation instead of a debt-free date.

Assumptions and limits

This educational estimate holds APRs and the entered minimum payments fixed. It assumes no fees, new borrowing, missed payments or promotional-rate expiry. Many lenders accrue interest daily or change minimums as balances fall, so their schedules can differ. Check your statements, any prepayment terms, and a sustainable budget. It is not a recommendation about which obligations to miss or a substitute for individual debt advice.

Source

The strategy follows the Consumer Financial Protection Bureau debt action plan: cover minimums and redirect extra payments as debts are repaid. The monthly rounding and fixed-minimum conventions above are this calculator's modeling assumptions.

Frequently Asked Questions

An average APR cannot identify which account should receive the extra payment or when its minimum becomes available for another debt. This calculation tracks each balance separately.

Yes. Every entered minimum is paid first, capped at the balance including that month's interest. Only the remaining budget follows the highest-APR priority.

No. It can reduce interest without changing the rounded number of months, and the strategies may have the same priority. Compare both using identical debt inputs and the same monthly budget.