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Pay off your highest-interest debt first to minimize total interest paid.
The avalanche method orders your debts by interest rate, highest to lowest, regardless of balance size. You pay minimums on everything else and put every extra dollar toward whichever debt is charging you the most.
| Step | What to Do |
|---|---|
| 1 | List every debt from highest APR to lowest |
| 2 | Keep paying the minimum on all of them |
| 3 | Put every spare dollar toward the highest-rate debt until it's paid off |
| 4 | Roll that full payment into the next-highest-rate debt |
| 5 | Repeat until everything is cleared |
Because you're always attacking the debt that's growing fastest, less of your total payment gets eaten by interest along the way. Compared to the snowball method on the same set of debts, avalanche typically finishes with a lower total interest paid β sometimes by hundreds or thousands of dollars, depending on how spread out your rates are.
The highest-rate debt isn't always the smallest one. If your highest-APR balance is also your largest, it can take a while before you clear any single account β which is where some people lose steam compared to the snowball method's early wins.
| Debt | Balance | APR |
|---|---|---|
| Store card | $600 | 26% |
| Credit card B | $5,800 | 22% |
| Credit card A | $2,400 | 19% |
Avalanche order: Store card β Credit card B β Credit card A. The store card still goes first here since it also happens to have the highest rate β but notice credit card B (the bigger balance) jumps ahead of credit card A, which is the opposite of the snowball order.
Using the same three debts, here's how the payoff order and rough interest cost compare across both methods, assuming $300/month extra beyond minimums.
| Method | Payoff Order | First Debt Cleared | Approx. Total Interest Paid |
|---|---|---|---|
| Snowball | Store card β Card A β Card B | ~2 months (smallest balance) | Higher β Card B's 22% rate accrues longer before being attacked |
| Avalanche | Store card β Card B β Card A | ~2 months (also happens to be highest rate here) | Lower β the 22% balance gets attacked second instead of last |
In this particular example the first win timing is similar since the store card is both smallest and highest-rate, but the order for the remaining two debts flips β and that's where avalanche saves money by not letting the 22% balance sit untouched the longest.
Key Takeaway: The avalanche method orders debts by interest rate, highest to lowest, and minimizes total interest paid compared to any other payoff order. It's the right call if you're motivated by the math and your rates vary significantly across debts β the trade-off is a potentially longer wait for your first cleared account.
It depends entirely on how spread out your interest rates are β the wider the gap between your highest and lowest APR, the more avalanche saves. With similar rates across debts, the difference can be quite small.
This is avalanche's main trade-off β you may go months without a cleared account. If motivation is a concern, consider snowball instead, or a hybrid approach that starts with one quick win before switching to avalanche.
Yes β build the small starter emergency fund first, as covered earlier, then apply avalanche to the remaining extra cash toward your highest-rate debt.
It still technically works, but the savings advantage over snowball shrinks significantly β in that case, choosing based on motivation (snowball) may be just as reasonable as choosing based on math (avalanche).
Yes β if a variable-rate debt's APR changes, or a promotional rate expires, re-check the order to make sure you're still attacking the actual highest-rate debt first.
For minimizing total interest paid, yes β but the "correct" choice for actually finishing a payoff plan depends on which method you'll consistently stick with, and that's a personal, not purely mathematical, decision.
Disclaimer: This article is for general educational purposes only and does not constitute personalized financial, investment, tax, or legal advice. Figures, rates, and rules mentioned may change over time β verify current details with an official source or a qualified professional before making financial decisions.
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