Debt Payoff Planner

Plan your debt payoff using the snowball or avalanche method. Calculate months to debt freedom, total interest paid, and see how extra payments accelerate your timeline.

How to Use This Debt Payoff

Follow these steps to create your personalized debt payoff plan:

  1. Total Outstanding Debt: Enter the combined balance of all debts you want to pay off, including credit cards, personal loans, student loans, and any other outstanding balances.
  2. Average Interest Rate: Enter the weighted average interest rate across all your debts. If you have a single debt, use that rate. For multiple debts, estimate the average or calculate it by weighting each rate by its balance.
  3. Monthly Payment Amount: Enter the total amount you can commit to debt payments each month. This should be at least enough to cover interest charges.
  4. Extra Monthly Payment: Enter any additional amount you can pay beyond your base monthly payment. The calculator will show you how much time and interest this saves.
  5. Payoff Strategy: Choose between Avalanche (targets highest interest rates for maximum savings) or Snowball (targets smallest balances for psychological momentum).

Review your results and experiment with different payment amounts to find the plan that best fits your budget and goals. The chart below the results shows your debt balance declining over time.

What Is Debt Payoff?

A debt payoff planner helps you create a strategic plan to eliminate your debts by calculating the time, total interest, and payments required to become debt-free. It supports two popular repayment strategies: the debt avalanche method and the debt snowball method.

The avalanche method prioritizes debts with the highest interest rates first. You make minimum payments on all debts and direct every extra dollar toward the highest-rate balance. Once that debt is eliminated, you move to the next highest rate. This approach minimizes the total interest you pay over time, making it the mathematically optimal strategy.

The snowball method prioritizes debts with the smallest balances first, regardless of interest rate. You pay off the smallest debt as quickly as possible, then roll that payment into the next smallest balance. This creates a series of quick wins that build momentum and motivation, which is why many people find it easier to stick with long-term.

Both methods are far more effective than making only minimum payments, which can leave you in debt for decades and cost thousands in unnecessary interest.

Formula & Methodology

The debt payoff calculation uses a month-by-month amortization simulation:

  • Monthly Interest Rate = Annual Rate ÷ 12 ÷ 100
  • Each month: Interest Charge = Remaining Balance × Monthly Interest Rate
  • Each month: Principal Payment = (Monthly Payment + Extra Payment) − Interest Charge
  • Each month: New Balance = Previous Balance − Principal Payment

The number of months to payoff can also be estimated using the closed-form formula:

n = −log(1 − r × P / M) / log(1 + r)

  • n = Number of months to payoff
  • P = Total debt balance
  • r = Monthly interest rate
  • M = Total monthly payment (base + extra)

Interest saved with extra payments is calculated by running the simulation twice: once with the base payment only and once with the base plus extra payment. The difference in total interest between the two scenarios is your savings.

This formula requires that M > P × r, meaning your total monthly payment must exceed the monthly interest charge. Otherwise, the balance will never be paid off.

Practical Examples

Example: You have $25,000 in total debt at an average interest rate of 18% APR and can pay $500 per month.

  • Monthly interest rate: 18% ÷ 12 = 1.5% per month
  • First month interest charge: $25,000 × 0.015 = $375
  • First month principal payment: $500 − $375 = $125
  • New balance after month 1: $25,000 − $125 = $24,875

Continuing this process month by month, the debt is paid off in approximately 94 months (about 7 years and 10 months). The total interest paid is approximately $21,840, and the total amount paid is approximately $46,840.

Now suppose you add an extra $200 per month, bringing your total payment to $700:

  • First month principal payment: $700 − $375 = $325
  • The debt is now paid off in approximately 50 months (about 4 years and 2 months)
  • Total interest paid drops to approximately $9,720
  • Interest saved: $21,840 − $9,720 = approximately $12,120

By paying just $200 more per month, you save over $12,000 in interest and become debt-free nearly 4 years sooner.

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