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Welcome back — today's topic is two ways to pay off the same debt, and why the "wrong" one might actually be the right one for you.

Two strategies, same starting move

If you're carrying more than one debt - credit cards, a car loan, maybe a personal loan - there are two well-established strategies for paying them down faster than just making minimum payments everywhere. Both require the same first step: keep paying the minimum on every account, then direct any extra money toward one specific debt at a time until it's gone, then roll that payment into the next one. Where they differ is which debt gets that extra money first.

The avalanche method

The avalanche method targets the debt with the highest interest rate first, regardless of balance. Once that debt is gone, the extra payment rolls to the next-highest interest rate, and so on.

Picture four debts: a $2,500 personal loan at 9.5%, a $10,000 car loan at 3%, $13,000 in credit card debt at 18.99%, and an $18,000 student loan at 4.5%. Avalanche has you attack the credit card debt first, since 18.99% is by far the highest rate, then the personal loan, then the student loan, and the car loan last. This order minimizes the total interest paid across everything.

The snowball method

The snowball method targets the smallest balance first, regardless of interest rate. Using that same example, snowball has you pay off the $2,500 personal loan first, purely because it's the smallest balance, even though its 9.5% rate isn't close to the credit card's 18.99%. Once it's gone, that payment rolls into the next-smallest balance, the car loan, and so on.

Say you found an extra $500 a month to put toward debt. Snowball would have that $500 going straight at the $2,500 personal loan, on top of its $50 minimum. Once it's paid off, that combined $550 rolls into the $200 minimum already going toward the car loan, now paying $750 a month toward it, and knocking it out in roughly a year.

Or plug in your own debts below and see exactly which order each method has you attack them in.

See Your Own Payoff Order

Edit the example debts below, or replace them with your own, to see which order each method attacks them in.

$500

Avalanche

Highest rate first

    Snowball

    Smallest balance first

      Payoff order only - this doesn't project exact payoff timelines or total interest, which depend on your actual rates, balances, and payment history.

      Why snowball isn't just "the worse method"

      It's tempting to look at the math and conclude avalanche is simply correct and snowball is a consolation prize. Research says otherwise. A study published in the Harvard Business Review found that starting a debt payoff journey with the smallest balance first genuinely helps sustain motivation all the way through, compared to starting with the largest or highest-interest debt. The core appeal of snowball, according to that research and confirmed by credit unions like Citizens FCU and AGCU that actively counsel members through debt payoff, is that it works with behavior, not against it.

      As AGCU's own breakdown puts it plainly: this often comes down to psychology versus math. The avalanche method can feel slow at first, especially if your highest-interest debt also happens to carry a large balance, which means it can take a while before you see any account actually reach zero. That delay is exactly where a lot of well-intentioned debt payoff plans quietly fall apart.

      What actually fits a student budget

      A few things make this decision worth thinking through carefully at this stage of life specifically:

      Either method beats no method Both sources agree on this point directly: the best debt payoff strategy is the one you'll actually follow through on.
      A mathematically perfect plan abandoned in month three saves nobody any interest. A "less efficient" plan that gets you to zero balances in eighteen months beats a perfect plan you gave up on.

      The thread that connects it all

      Avalanche saves more money. Snowball builds more momentum. Neither is wrong.

      You're allowed to blend them or switch partway through. Know yourself before you pick the math, and remember that the plan you'll stick with is worth more than the plan that only wins on a spreadsheet.

      Welcome, truly, to the long game.

      Sources & further reading