Debt Snowball vs Avalanche: The Real Cost Difference, Worked Through
Avalanche always costs less in interest. Snowball always clears an account sooner. Here is the actual gap on a typical debt load, and the point where the difference stops being worth arguing about.
Debt Snowball vs Avalanche
Both methods pay the minimum on every debt and put every spare pound or dollar against one target. They differ only in which target they pick. The avalanche picks the highest interest rate. The snowball picks the smallest balance.
The avalanche is mathematically optimal and always costs less. That is not in dispute and never has been. The useful question is how much less, because the answer is usually smaller than either camp claims.
Try the debt payoff calculatorCompare both orders against your own balances and rates, with the total interest for each.A realistic debt load
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| Debt | Balance | APR | Minimum payment |
|---|---|---|---|
| Store card | $1,200 | 26.9% | $36 |
| Credit card | $6,800 | 22.4% | $170 |
| Personal loan | $4,400 | 11.5% | $145 |
| Car loan | $6,000 | 6.9% | $210 |
Total minimums are $561 a month. Suppose you can pay $850, leaving $289 of extra each month to direct at one target.
The two orders
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| Order | Avalanche (by rate) | Snowball (by balance) |
|---|---|---|
| 1st | Store card, 26.9% | Store card, $1,200 |
| 2nd | Credit card, 22.4% | Personal loan, $4,400 |
| 3rd | Personal loan, 11.5% | Car loan, $6,000 |
| 4th | Car loan, 6.9% | Credit card, $6,800 |
The two agree on the first target, which is common: the smallest balance is often also the worst rate, because store cards are both. They diverge on what comes second, and that is where the cost difference is created.
What each order actually costs
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| Method | Months to clear | Total interest | First account cleared |
|---|---|---|---|
| Avalanche | 25 | $3,180 | Month 4 |
| Snowball | 25 | $3,624 | Month 4 |
| Difference | 0 | $444 | — |
Note that both clear in the same 25 months. The payoff date is set by how much you pay, not by the order you pay it in. Order changes the interest, not the timeline, unless the gap in rates is extreme.
When the gap gets large enough to matter
The avalanche advantage grows with two things: the spread between your best and worst rate, and how long the payoff takes. Both have to be present.
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| Situation | Avalanche advantage |
|---|---|
| All debts within 3 points of each other | Negligible; pick either |
| A large balance at a high rate, small ones cheap | Substantial; avalanche clearly |
| Payoff under 12 months | Small; too little time to compound |
| Payoff over 4 years with a 20-point spread | Can exceed $2,000 |
| Smallest balance is also the worst rate | Zero; the two methods agree |
Run your own numbers before choosing on principle. If the answer is under a few hundred dollars, the order is not the decision that matters.
The variable that actually dominates
Neither method matters as much as how much you put against the debt. On the same four debts:
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| Monthly payment | Months | Total interest |
|---|---|---|
| $620 | 43 | $5,540 |
| $700 | 35 | $4,420 |
| $850 | 25 | $3,180 |
| $1,000 | 21 | $2,610 |
| $1,200 | 17 | $2,090 |
Why the snowball still wins for some people
The case for the snowball has never been arithmetic. It is that clearing an account produces a visible result, and visible results keep people going. A plan followed for 25 months at $850 beats an optimal plan abandoned in month 7.
There is published research suggesting people who tackle the smallest balance first are more likely to complete a payoff programme. Whether that generalises to you is a question about you, not about the method. If you have abandoned a debt plan before, the snowball's $444 premium is a reasonable price for a higher chance of finishing.
The version most people should actually run
- Clear anything under a few hundred dollars first, regardless of rate. It costs almost nothing in interest and removes a minimum payment from the pile.
- Then switch to strict avalanche order for everything remaining.
- Never lower a payment when a debt clears. Roll its full minimum onto the next target, which is what makes either method accelerate.
- Deal with any rate above 25% immediately. At that level the arithmetic is not close.
This captures nearly all of the avalanche's saving and most of the snowball's early momentum, because the debts small enough to clear quickly are rarely large enough to carry meaningful interest.
Two things that beat both
A balance transfer at 0% for 18 months eliminates the interest question entirely for the transferred balance, provided you clear it before the promotional rate ends and the transfer fee, usually 3% to 5%, is less than the interest avoided.
Calling the lender to ask for a lower rate is free and works more often than people expect, particularly on a card you have paid on time for years. A five-point reduction on the $6,800 balance above saves more than the entire snowball-versus-avalanche difference.
Try the credit card payoff calculatorSee how much faster a card clears at a higher fixed payment, and what the interest saving is.Which is better, debt snowball or avalanche?
The avalanche always costs less in interest, though on a typical debt load the saving is a few hundred dollars over a couple of years. The snowball clears individual accounts sooner, which some people need to stay with the plan. Run both against your own balances before deciding on principle.
How much does the debt avalanche actually save?
On four debts totalling $18,400 at rates from 6.9% to 26.9%, paying $850 a month, the avalanche saves $444 against the snowball, about 12% of total interest. The gap widens with a larger rate spread and a longer payoff.
Does the payoff order change how long it takes?
Usually not. Both methods cleared the example debts in 25 months. The timeline is set by how much you pay each month; the order changes the interest, not the date.
Should I pay off a car loan or a credit card first?
The credit card, almost always. Card rates typically run three to four times car loan rates, so every extra dollar against the card removes far more interest than the same dollar against the car.
Written by
Do The Calculation Team
Do The Calculation
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