Debt Avalanche Calculator
Calculate how long it takes to pay off multiple debts using the avalanche method (paying highest interest first). Compare total interest paid and time to freedom.
This calculator pays minimums on every entered debt each month, then routes all Extra Monthly Payment toward whichever unpaid debt currently carries the highest interest rate — highest-rate-first is the textbook Avalanche method, and mathematically the version that minimizes total interest paid, unlike the Debt Snowball approach's smallest-balance-first ordering. Note that this engine does NOT roll a paid-off debt's minimum payment into the extra-payment pool (extraRemaining stays fixed at Extra Monthly Payment throughout, lines 50-56) — once a debt reaches $0 it is simply skipped, and its former minimum payment is not redirected anywhere. Debt 1 Balance dominates both Total Interest Paid (a ±10% span of about 30% of Total Interest Paid) and Savings vs Minimum Payments (about 48%) — the largest single driver of each — because at the calculator's own defaults Debt 1 already carries the highest rate (18% vs Debt 2's 12%), so it's both the first target for extra payments and the biggest balance accruing interest while it waits. Neither Debt 1 Interest Rate nor Debt 2 Interest Rate move Months to Payoff at all across a ±10% probe at these defaults — not because the payoff strategy ignores rates, but because Months to Payoff is reported as a whole number of months, and a 10% rate change here doesn't add or remove enough accrued interest to shift which month the balances actually cross zero; the same rate change clearly does move Total Interest Paid, just not the integer month count. Savings vs Minimum Payments is computed against a genuine no-extra-payment baseline run with the same debt order (lines 82-96) rather than a formula that always nets to zero by construction, so the figure reflects real dollars saved by adding Extra Monthly Payment, not an accounting identity. This calculator does not account for balance transfers, changing interest rates over the payoff period, or adding new debts mid-payoff.
Financial Disclaimer
This calculator is for educational purposes only and does not constitute financial advice. Results are estimates based on the inputs provided. Consult a qualified financial advisor before making investment or financial planning decisions.
Inputs
Summary
Months to Payoff
23
Total Amount Paid
$9,126.78
≈ 9 smartphones
Remaining Balance Over Time
Principal vs Interest Paid
Payment Schedule
23 rows| Month | Total Paid | Interest | Remaining Balance |
|---|---|---|---|
| 1 | $450.00 | $105.00 | $7,655.00 |
| 2 | $450.00 | $100.18 | $7,305.18 |
| 3 | $450.00 | $95.28 | $6,950.46 |
| 4 | $450.00 | $90.32 | $6,590.77 |
| 5 | $450.00 | $85.28 | $6,226.06 |
| 6 | $450.00 | $80.18 | $5,856.23 |
| 7 | $450.00 | $75.00 | $5,481.23 |
| 8 | $450.00 | $69.74 | $5,100.97 |
| 9 | $450.00 | $64.41 | $4,715.39 |
| 10 | $450.00 | $59.01 | $4,324.40 |
| 11 | $450.00 | $53.53 | $3,927.92 |
| 12 | $450.00 | $47.97 | $3,525.89 |
How to Use This Calculator
- Enter up to 4 debts, each with its current balance, interest rate, and minimum payment.
- Set an extra monthly payment amount beyond the minimums to accelerate payoff.
- The avalanche method automatically targets the highest-interest debt first — mathematically the cheapest approach.
- Review the total months to payoff, total amount paid, total interest, and savings versus minimum-only payments.
- Compare with the Debt Snowball calculator to decide which strategy suits your motivation style.
What each input means
- Debt 1 Balance
- Current outstanding balance on your highest-priority debt (e.g., credit card).
- Debt 1 Interest Rate
- Annual interest rate (APR). Credit cards are typically 15-25%.
- Debt 1 Minimum Payment
- Required monthly minimum payment from your statement.
- Debt 2 Balance
- Outstanding balance on your second debt. Set to $0 if unused.
- Debt 2 Interest Rate
- Annual interest rate (APR) for this debt.
- Debt 2 Minimum Payment
- Required monthly minimum payment for this debt.
- Debt 3 Balance
- Outstanding balance on your third debt. Set to $0 if unused.
- Debt 4 Balance
- Outstanding balance on your fourth debt. Set to $0 if unused.
- Extra Monthly Payment
- Extra amount beyond minimums, applied to the highest-interest debt first.
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersDebt 1 Balance = 5000, Debt 1 Interest Rate = 18, Debt 1 Minimum Payment = 150, Debt 2 Balance = 3000 = 13 input(s) provided
- Calculate Months to Payoff23 = 23
- Calculate Total Amount Paid9126.78 = $9,126.78
- Calculate Total Interest PaidTotal Interest Paid1126.78 = $1,126.78
- Calculate Savings vs Minimum PaymentsSavings vs Minimum Payments1441.44 = $1,441.44
Engine last updated . Checked against 2 independently-derived tests — how we verify calculators.
Frequently Asked Questions
How is the Debt Avalanche method different from paying the smallest balance first?
Avalanche always routes Extra Monthly Payment toward whichever remaining debt has the highest interest rate (lines 16-18), not the smallest balance — at this calculator's defaults, Debt 1 gets the extra payment first because its 18% rate beats Debt 2's 12%, and mathematically this ordering minimizes the total interest paid across all the debts, which is the strategy's whole appeal over balance-first ordering.
Which input drives Total Interest Paid the most?
Debt 1 Balance — test it 10% under its default and 10% over, and the resulting swing in Total Interest Paid comes to about 30% — ahead of Debt 1 Interest Rate (about 14%) and Debt 2 Balance (about 14%) — because Debt 1 already carries the calculator's higher rate at these defaults, so its balance accrues interest fastest while extra payments are still being funneled toward it.
Does changing either debt's interest rate change how many months it takes to pay off?
Not at this calculator's own defaults — Debt 1 Interest Rate and Debt 2 Interest Rate both measure zero effect on Months to Payoff across a ±10% probe, because Months to Payoff is a whole-number count and a 10% rate change here doesn't shift which month the balances actually reach zero, even though the same nudge clearly does move Total Interest Paid in dollars.
Is Savings vs Minimum Payments a real dollar comparison, or does it always show a similar number?
It's a genuine comparison: the calculator runs a second, separate simulation with the same debt order but no Extra Monthly Payment applied at all (lines 82-96), then subtracts the real run's interest from that baseline's interest (baselineInterest - totalInterest, line 97), so Savings vs Minimum Payments reflects actual dollars saved by paying extra, not a formula that nets out to roughly the same figure regardless of your inputs.
Which drives Savings vs Minimum Payments more — the balance or the minimum payment amount?
Debt 1 Balance, moving Savings vs Minimum Payments by about 48% under a 10% nudge, ahead of Debt 1 Minimum Payment at about 38% and Debt 1 Interest Rate at about 33% — the balance sets the overall scale of how much interest there is to save in the first place, even though the rate and minimum payment both meaningfully shape the outcome too.
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