The Snowball vs Avalanche Debt Methods
The debt snowball prioritizes the smallest balance for faster wins, while the debt avalanche attacks the highest interest rate first to reduce total interest cost. The best method is the one you can follow consistently.
When you are paying several debts at once, the hardest part can be deciding where extra money should go. The debt snowball and debt avalanche solve that problem in different ways. The snowball puts the smallest balance first so you can eliminate accounts quickly and build visible momentum. The avalanche puts the highest interest rate first so more of your money goes toward reducing the most expensive debt.
Both methods begin with the same rule: keep making the required minimum payment on every debt, then direct your extra payment to one target balance. When that balance reaches zero, roll the freed payment into the next target.
The CFPB recognizes the same trade-off. Smallest-balance repayment can produce quicker wins, while highest-interest repayment can save more money overall. That means the best method depends partly on what keeps you moving. If seeing accounts disappear helps you stay motivated, the snowball may be easier to follow. If interest savings matter most and you can stay committed without quick victories, the avalanche usually has the stronger mathematical advantage.
This week's Finance guide walks through both systems, a simple example, how to choose between them, when a hybrid approach can make sense, and why a small emergency reserve can help keep the payoff plan from collapsing when an unexpected expense appears.
Whichever method you choose, write the payoff order down and keep the extra payment amount steady. When one balance disappears, move that payment immediately to the next target instead of absorbing it into ordinary spending. The system works because each completed debt increases the amount attacking the next one. If your budget is unstable, pair the payoff plan with a small emergency reserve and a realistic review of the spending or income problem that created the balances in the first place.
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