Credit Card Interest Calculator
How long a card balance takes to clear, and what it costs.
Enter every balance, rate and minimum, add whatever extra you can afford, and compare the snowball and avalanche methods month by month — including exactly what choosing one over the other costs in interest and time.
Estimates only. The result depends entirely on the assumptions you enter. Rates, fees and tax rules vary by lender and by country, and none of this is financial, tax or investment advice. Confirm figures with a qualified adviser or the institution before you commit to anything.
Enter up to four debts, add whatever you can pay above the minimums, and the calculator simulates every month until the last balance clears. It runs both methods and tells you what choosing one over the other costs.
If a debt's minimum does not cover its own monthly interest, the calculator says so rather than producing a nonsense schedule. That situation is not rare on cards near their limit, and it means the balance is growing even while you pay.
There is no closed-form formula for multiple debts under a rolling budget, so this is a month-by-month simulation. Each month follows the same four steps.
| Symbol | Meaning | Unit | Typical range |
|---|---|---|---|
balance | Amount owed on one debt | currency | 100 – 50,000 |
APR | Annual percentage rate | % | 5 – 30 |
minimum | Contractual monthly minimum | currency | 25 – 500 |
extra | Additional payment each month | currency | 0 – 2,000 |
budget | Sum of minimums plus extra | currency | — |
Step 4 is the part people underestimate. In the default scenario the budget is $643 a month from the first payment to the last. As each debt clears, that same $643 is spread over fewer debts, so the final balance is being attacked with the whole budget rather than one debt's minimum.
Debt A: $1,200 at 11.9%, $30 minimum. Debt B: $6,800 at 23.9%, $170 minimum. Budget = 30 + 170 + 200 = $400 a month.
With $1,800 at 12.9%, $9,400 at 24.9% and $4,500 at 18.5%, plus $250 extra on a $643 monthly budget: avalanche clears everything in 33 months for $4,886.34 of interest; snowball takes 34 months and $5,783.63. Avalanche saves about $897 and one month. That is the honest size of the difference — real money, but smaller than the internet argument about it suggests.
Avalanche always wins on arithmetic. Paying the highest rate first minimises total interest, and no counter-example exists. The interesting question is whether it wins in practice.
| Method | Months | Total interest | First debt cleared |
|---|---|---|---|
| Avalanche (highest APR first) | 33 | $4,886.34 | Month 12 — the $1,800 debt |
| Snowball (smallest balance first) | 34 | $5,783.63 | Month 3 — the $1,800 debt |
The behavioural argument for snowball is that an early win keeps people going. There is published research suggesting people who clear a small balance first are more likely to stay with a payoff plan, and a plan you abandon at month eight costs far more than $897.
It is worth being precise about where the saving comes from. Avalanche does not pay more in total — both methods spend the same $643 every month. It simply directs that money at the balance accruing interest fastest, so less of each payment is swallowed before it touches principal. On the default scenario the 24.9% card is costing about $195 a month in interest alone at the outset, which is why attacking it first compounds in your favour.
A practical compromise: use snowball if you have one very small balance that will clear within two or three months, and avalanche for everything after that. You get the early win and most of the interest saving. The calculator lets you test that by running each method and comparing.
One more thing the table shows: both methods finish within a month of each other. The variable that actually decides the outcome is not the method — it is the extra payment. Raising the extra from $250 to $400 clears the same debts far faster than any ordering choice ever could.
Five things worth knowing before you commit to a plan.
Keep a small buffer first. Throwing every spare pound at debt and then borrowing again when the car fails is a common and expensive loop. Most planners suggest a starter buffer of around one month's essential spending before the extra payment goes up. The emergency fund calculator sizes it.
Check for balance-transfer options. Moving a 24.9% balance to a 0% promotional card, even with a 3% transfer fee, usually beats any ordering strategy. Run the numbers again with the new rate and see.
Minimums fall as balances fall. Many card minimums are a percentage of the balance, so they shrink over time. This calculator holds them constant, which is conservative — it slightly understates how fast a real payoff accelerates.
New spending breaks everything. The simulation assumes no further borrowing on any of these accounts. Adding $200 a month of new card spending to the default scenario roughly doubles the payoff time.
Watch for promotional rates expiring. A 0% balance that reverts to 22.9% in four months should be treated as a 22.9% debt for planning purposes, not a 0% one. Enter the reversion rate if the promotion ends before the debt would clear.
Once the debts are gone, the budget you built does not have to disappear. Redirecting that $643 into the savings calculator at the same monthly figure is the single most effective thing most people can do with a completed payoff plan.
Avalanche costs less — always, mathematically. On the default scenario it saves $897 and one month. Snowball clears a small balance sooner, which some people find keeps them going. If you will finish either way, choose avalanche.
As much as you can sustain without needing to borrow again. Sustainability matters more than size: $150 a month for three years beats $400 for four months followed by a relapse onto the cards.
Then the balance grows every month and the debt never clears. The calculator detects this and says so rather than producing a fictional schedule. It usually means the account needs restructuring, and it is worth speaking to the lender or a free debt charity.
Build a small buffer, then attack the debt, then build the full fund. Interest on consumer debt at 20%+ almost always exceeds what savings earn, so beyond a starter buffer the debt wins on arithmetic.
You can enter it, but the picture will be dominated by a large low-rate balance and the payoff order will not be useful. For mortgage decisions use the mortgage calculator, which handles escrow and shows what an extra payment does to the term.
It stays in the budget and rolls onto the next debt. That rolling is what both methods are named after, and it is why the last debt clears far faster than the first one did.
Generally yes, particularly on revolving accounts where utilisation matters. Closing the accounts afterwards can reduce your available credit and work against you, so many people keep them open and unused.
Not in this tool. If you have more, combine the smallest ones at a weighted average rate — total balance, and an APR weighted by balance — and enter that as a single row. The result will be close.
Only if the consolidated rate, including fees, is genuinely lower than the weighted average you are paying now. Run this calculator, then run it again with the consolidated figures, and compare total interest rather than the monthly payment.
Yes, entirely. Any new spending on these accounts is not modelled, and in practice it is the single most common reason a payoff plan takes twice as long as projected.
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