Financial · Live
Beat every card.
Snowball or avalanche.
Add all your credit cards, pick a payoff strategy, and set a monthly extra payment. The calculator shows exactly which card gets paid off first, in what order, how much interest each card costs you, and how many months and dollars you save versus only paying minimums.
Inputs
Your cards
Payoff strategy
Extra monthly payment
On top of all minimums — directed to the priority card.
3 cards
- Total debt
- $6,850.00
- Sum of minimums
- $173.00/mo
- Extra payment
- $200.00/mo
- Total monthly budget
- $373.00/mo
Avalanche payoff
$373.00/mo total budget
Debt-free by Jun 2028 · $1,710.44 in total interest
Payoff order
Highest-APR first (Avalanche)
- 1Chase Sapphire$3,800.00 · 24.99% APRPaid off: Sep 2027Interest: $670.56
Month 16 of 25
- 2Capital One$2,100.00 · 22.49% APRPaid off: Mar 2028Interest: $713.69
Month 22 of 25
- 3Wells Fargo$950.00 · 19.99% APRPaid off: May 2028Interest: $326.20
Month 24 of 25
Trajectory
Total balance over time
The avalanche strategy saves you $5,079.62 in interest and gets you debt-free 63 months sooner vs. paying only minimums.
That's 74% of your starting debt — kept in your pocket instead of the bank's.
Strategy guide
Debt snowball vs. debt avalanche, which wins?
When you carry balances on multiple credit cards, you face two interlocking problems: each card charges interest independently, and the minimum payment on each card is calibrated to keep you in debt as long as possible. The solution to both is a structured payoff strategy that redirects money from paid-off cards to the cards still carrying a balance — a mechanism called rollover.
Two strategies dominate personal finance. Both require the same total monthly outlay; they differ only in which card gets the extra money first. That single choice produces meaningfully different outcomes depending on your cards' rates, balances, and how you respond to early wins.
The debt avalanche: minimum total interest
The avalanche directs every extra dollar to the card with the highest annual percentage rate (APR). Because high-APR cards compound the fastest, eliminating them first prevents the most interest from ever accruing. Mathematically, the avalanche always produces the lowest total interest paid and the shortest payoff timeline. It is the optimal strategy by the numbers.
The cost is psychological: the highest-APR card might not be the smallest balance. You could be sending extra payments to a $8,000 card for 14 months before it clears, with nothing visibly paid off in the meantime. Discipline is the avalanche's requirement.
The debt snowball: momentum through early wins
The snowball directs extra money to the card with the smallest remaining balance, regardless of APR. Paying off the smallest card first minimizes the time until your first paid-off card, typically weeks to a few months. That freed minimum then rolls into the next-smallest card, and so on.
Behaviorally, this works. Research on consumer debt payoff (including work by David Gal and Blakeley McShane) consistently finds that the sense of progress from eliminating a balance increases follow-through. People who start with the snowball are more likely to finish the plan than people who start with the mathematically-superior avalanche. The cost is modestly higher total interest, often in the low single-digit percentages compared to the avalanche on a typical debt mix.
How the rollover mechanic works
Both strategies share the same monthly cash flow structure:
- Pay the minimum on every card. This keeps all accounts in good standing and ensures no additional penalty APR or late-fee charges hit any balance.
- Direct all extra cash to the priority card (the highest-APR card for avalanche; the lowest-balance card for snowball). The extra cash is your chosen monthly budget beyond the sum of all minimums.
- When a card reaches zero, add its freed minimum to the next priority card's payment. This is the rollover: the money you were paying on Card A now attacks Card B. Over time the payment on the priority card grows with each card that's cleared, creating an accelerating payoff curve.
The rollover is what makes structured payoff dramatically faster than paying minimums independently. Without it, paying off one card doesn't speed up the others.
The cost of minimum-only payments
Most credit card minimum payments are set to approximately 1–3% of the current balance, often with a hard-dollar floor of $25. On a card with a 22% APR, that means roughly half of the minimum payment, sometimes more — evaporates into interest every single month. As the balance falls, so does the minimum, so you pay less and less each month and the interest eats an ever-larger share of every payment.
The result: a $5,000 balance at 22.99% APR with a 2% minimum takes approximately 23 years to pay off at the minimum alone and costs around $8,000 in interest on top of the original $5,000. Paying a fixed $250/month instead clears the same card in roughly 2 years with under $1,300 in interest.
Worked example: three cards
Suppose you carry the following balances:
| Card | Balance | APR | Minimum |
|---|---|---|---|
| Chase Sapphire | $3,800 | 24.99% | $95/mo |
| Capital One | $2,100 | 22.49% | $53/mo |
| Wells Fargo | $950 | 19.99% | $25/mo |
| Total | $6,850 | — | $173/mo |
With $200/month extra (total budget: $373/mo):
- Avalanche: Chase (24.99%) is the priority. It's paid off first (~8 months). Capital One clears next (~18 months total). Wells Fargo last (~24 months total). Total interest: ~$1,680.
- Snowball: Wells Fargo ($950) is the priority. It clears in ~3 months. Capital One next (~16 months). Chase last (~25 months). Total interest: ~$1,820, about 8% more than the avalanche.
- Minimums only (no extra, no rollover): Each card paid independently. Chase clears in ~5.5 years. Total interest across all three: ~$6,200 — nearly the original debt again.
The avalanche saves roughly $140 in interest versus the snowball here. That's a meaningful but not dramatic gap, both strategies are transformative compared to minimums-only. The question is whether you need the early psychological win from clearing the Wells Fargo card in 3 months to sustain the plan.
Which strategy should you choose?
- Choose the avalanche if your rates are significantly different across cards (more than 4–5 percentage points between the highest and lowest), if you can maintain discipline without early wins, or if the math matters more to you than the psychology.
- Choose the snowball if you have a mix of small and large balances, if you've struggled to stick to a payoff plan before, or if eliminating a card entirely — and simplifying your monthly obligations — will keep you motivated.
- Either is correct compared to not having a strategy at all. The gap between the two methods is usually 5–15% of total interest. The gap between either method and minimum-only payments is routinely 70–90%.
Tactics to accelerate your payoff
- Lock in a fixed monthly budget and treat it like rent. The biggest risk to any payoff plan is lifestyle creep eroding the extra payment. Automate the payment if your card allows it.
- Stop adding to the balances. A card you keep charging is mathematically impossible to pay off by the calculator's logic, real spending on a card you're paying down will extend the timeline. Move daily purchases to a debit card until the card is cleared.
- Apply windfalls immediately. A tax refund, a bonus, or a freelance payment directed at the priority card compresses the payoff curve non-linearly — the interest savings on the remaining balance compound in your favor for the rest of the term.
- Consider a 0% APR balance transfer if you can pay the transferred balance in full during the promo window. The transfer fee (typically 3–5%) must come out smaller than the interest you'd otherwise pay. Run the numbers in this calculator before committing.
- Call and ask for a lower APR. If you have a solid payment history, a single phone call can shave several points off your rate. Every percentage point off the APR reduces the interest accruing on every future month's balance.
What this calculator assumes
We use fixed APRs throughout (no promotional periods, no penalty-rate jumps), fixed minimum payments as you enter them (not the issuer's shrinking-percentage formula), and no new charges to any card. Monthly interest is computed as balance × (APR ÷ 12) — a clean monthly compounding model that matches issuer math to within a few cents for typical inputs. The minimum-only baseline pays each card independently with no rollover, mirroring the real-world behavior of someone who never adjusts payments as balances fall.
Disclaimer
Results are estimates for educational and planning purposes. Always verify balances, APRs, and minimum payment calculations with your card issuers before making financial decisions.