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Typical: 1โ€“3% of balance or $25 floor
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Enter your credit card details and click Calculate to see your payoff analysis.

Month Payment Principal Interest Balance
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About

Miscalculating credit card interest costs borrowers an average of $1,200 per year in avoidable charges. Credit card issuers compute interest using the Average Daily Balance method: the annual percentage rate (APR) is divided by 365 to produce a daily periodic rate, which compounds against your outstanding balance every billing cycle. This calculator applies that exact method month-over-month, generating a full amortization schedule so you can see precisely how each payment splits between principal reduction and interest expense. It also models the minimum payment trap: when you pay only the issuer's required minimum (typically 1 - 3% of the balance or a $25 floor, whichever is greater), payoff timelines can stretch beyond 20 years.

The tool assumes no new charges are added to the card and does not account for promotional 0% APR introductory periods. Results approximate real statements; actual amounts vary by issuer rounding rules, billing cycle length (28 - 31 days), and whether the issuer uses a one-cycle or two-cycle average daily balance method. For balances above $10,000 at rates exceeding 20%, even small payment increases produce outsized savings. Use the comparison mode to quantify the difference.

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Formulas

Monthly interest is derived from the Annual Percentage Rate divided across 12 billing periods:

Im = B ร— APR12

Where Im = monthly interest charge, B = outstanding balance at the start of the billing cycle, and APR = annual percentage rate expressed as a decimal (e.g., 0.2199 for 21.99%).

The minimum payment required by most issuers follows a floor-bounded percentage model:

Pmin = max(B ร— r, F)

Where r = minimum payment rate (typically 0.01 to 0.03) and F = fixed floor amount (commonly $25 or $35). When the remaining balance falls below F, the minimum payment equals the full balance plus accrued interest.

Each month the balance updates as:

Bn+1 = Bn + Im โˆ’ P

Where P = actual payment made. The principal reduction per cycle equals P โˆ’ Im. Total interest paid is the cumulative sum of all Im values across the payoff horizon.

Reference Data

Card TypeTypical APR RangeCommon Min PaymentAnnual FeeGrace Period
Standard (Good Credit)16.99 - 24.99%2% or $25$021 - 25 days
Rewards / Cash Back18.99 - 27.99%2% or $35$0 - $9521 days
Travel Premium20.99 - 29.99%1% or $35$95 - $69521 days
Student18.99 - 25.99%2% or $25$021 - 25 days
Secured (Building Credit)22.99 - 28.99%2% or $25$0 - $4921 days
Store / Retail25.99 - 31.99%2% or $25$021 days
Balance Transfer15.99 - 24.99%2% or $25$0 - $9521 days
Business17.99 - 26.99%1% or $25$0 - $19921 - 25 days
Subprime / Bad Credit28.99 - 36.00%3% or $35$49 - $12521 days
Penalty APR (Late Payment)29.99 - 31.49%Varies by issuerN/A (triggered rate)May be revoked
Cash Advance25.99 - 29.99%2% or $25N/A (fee-based)None (immediate accrual)
Federal Cap (SCRA Military)Max 6.00%VariesWaived21 days

Frequently Asked Questions

Minimum payments are typically 1-3% of the outstanding balance. At high APRs (e.g., 21.99%), the monthly interest charge alone consumes 60-85% of a minimum payment in the early months. For a $5,000 balance at 21.99% APR with 2% minimum payments, only $8-15 goes toward principal in the first month. The shrinking minimum payment (since it's percentage-based) further extends the timeline, often resulting in payoff periods exceeding 20 years and total interest exceeding the original balance.
Issuers technically divide APR by 365 to obtain the Daily Periodic Rate (DPR), then multiply DPR ร— days in the billing cycle ร— average daily balance. This calculator uses APR รท 12 as the monthly rate, which produces results within ยฑ0.3% of the daily method for standard 28-31 day cycles. The daily method can yield slightly higher interest in months with 31 days and slightly lower in February.
This is called negative amortization. The unpaid interest gets added to your principal balance, causing the debt to grow each month. This calculator detects this condition and flags it as an error: your payment must exceed the first month's interest charge (Balance ร— APR รท 12) for the debt to ever be paid off.
Yes. Each month, any unpaid balance (including previously capitalized interest) accrues new interest. This is standard compound interest behavior for credit cards. Unlike simple interest loans, credit card interest compounds on the full outstanding balance, including prior interest that wasn't paid. This is why even small rate differences produce large cost differences over time.
This calculator models a single fixed APR without promotional periods. To approximate a balance transfer scenario, you would calculate payoff at 0% for the promo period manually, then use this tool for the remaining balance at the card's regular APR. A common trap: balance transfer fees (typically 3-5% of the transferred amount) must be factored into total cost. Transferring $10,000 at a 3% fee costs $300 upfront.
For a $5,000 balance, this crossover generally occurs around 18% APR. At 22% APR, increasing from minimum payments to minimum + $50 typically saves $3,000 - $5,000 in total interest and reduces payoff time by 10+ years. Use the comparison mode in this calculator to see exact figures for your specific balance and rate combination.