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    Budget and debt · Published 2026-07-21 · 5 min read

    Debt Avalanche or Snowball: Choose a Repayment Plan

    The avalanche targets the highest rates, the snowball the smallest balances: pick the plan you will stick to.

    In this article

    Facing several debts, two repayment methods compete, and the debate between them misses the point. The avalanche attacks the highest rates first. Mathematically unbeatable, it minimizes total interest. The snowball targets the smallest balances first: every quickly closed account feeds motivation, and a plan followed to the end beats an optimal plan abandoned in month six. Make your choice based on your personal history, not on arithmetic. If you have already abandoned plans for lack of visible results, paying a few hundred dollars of interest to stay the course is a reasonable decision. The decisive rule lies elsewhere, and it applies to both methods: the total monthly payment stays constant, and every closed account frees an amount that rolls entirely onto the next debt. This article prices both methods on a typical case, guides the choice by profile and details the rollover mechanics that create the acceleration.

    Price the avalanche and its advantage

    The avalanche orders debts by descending rate. The available total payment covers the minimums everywhere, and all the excess goes to the highest-rate debt, then the next. Mathematically, no method does better. Every excess dollar extinguishes the debt costing the most, which minimizes the journey's total interest. Price the advantage on your actual list: the avalanche's total interest against the other method's, which any debt-repayment tool will calculate. The gap depends on the structure. If the rates are similar, it is thin. With a store card at twenty-nine percent and a loan at eight, it is substantial. That figure, in dollars, is the reference price against which you compare any other method.

    Price the snowball and its function

    The snowball orders debts by ascending balance. The small accounts fall first, and each frees its payment to strengthen the attack on the next. Its mathematical cost, the interest gap against the avalanche, buys a precise function: early, visible victories. A first account closed within months, and a second soon after, change the repayment experience, each closure proving the plan works. Behavioural research and counsellors' experience point the same way: perseverance predicts success better than optimization, and abandonment in month six costs more than any gap between methods. The snowball is a purchase of motivation, at a known price. Calculate that price in advance, and the choice becomes a decision rather than a concession.

    Lock the constant total payment

    The rule that makes both methods work is the same, and it matters more than the choice between them: the total monthly payment, set at the sustainable maximum at the start, stays constant until the last debt. Each closed account frees its payment, minimum and excess, which rolls entirely onto the next debt. That rollover, the snowball effect in the literal sense, creates the acceleration in both methods: the last accounts fall far faster than the first. The classic leak destroys it: the freed payment gets absorbed by the lifestyle, and each closure slows the plan instead of speeding it. Lock it in practice with automatic transfers for the total amount, reassigned the same day at each closure. You decide once instead of twelve times. Automate, then forget about it.

    Choose from your history, not your ideal

    One piece of data that only you hold settles the final choice: your real perseverance record. If you have abandoned plans for lack of visible results, lean toward the snowball, whose calculated interest cost is the insurance premium against another abandonment. If your discipline is proven and the interest gap is substantial, lean toward the avalanche. Hybrids exist and hold up: eliminate one or two small debts first for momentum, then apply the avalanche to the rest. Whatever you choose, set up tracking, such as a balance table updated on a fixed date. The descending curve does part of the psychological work. And the choice can be revised. A method that runs out of breath along the way gets replaced, since the only real failure is stopping.

    Quebec scenario

    Five debts weigh on an orderly in Shawinigan: two cards at 21% and 19%, a $1,100 balance on a store card at 29%, a personal loan at 11% and a tax balance. Two methods present themselves, and he takes the time to understand both before choosing. The avalanche attacks the highest rates first. Mathematically unbeatable, it would clear the store card, then the two credit cards, saving the most interest. The snowball targets the smallest balances first to stack up quick wins: the store card falls in three months, then the tax balance, and every closed account frees a payment that feeds the next one. His own history forces him to be honest with himself: two plans abandoned in three years for lack of visible results. So he chooses the snowball knowingly, and prices it: about $210 more interest than the avalanche, the cost of motivation. The non-negotiable rule lies elsewhere: the total monthly payment, $850, stays identical after every account closure, all the way to the last debt. Twenty-six months later, only the personal loan remains, and he has not abandoned a plan.

    Checklist

    • List every debt with rates and balances
    • Price the avalanche and its interest savings
    • Price the snowball and its cost
    • Review your past abandoned plans
    • Choose the method you will actually continue
    • Fix the constant total monthly payment
    • Roll every freed payment onto the next debt
    • Close the repaid accounts
    • Track progress on a fixed date
    Frequently asked questions

    The questions we get

    The avalanche, always: attacking the highest rates first minimizes total interest. To measure the gap versus the snowball, add up each scenario's interest. It is often smaller than expected when the small balances also carry the big rates.

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