White Glove tool · credit math
Model a credit-card balance at a steady monthly payment and watch payoff time, total interest, and the comparison with a fixed-rate personal-loan scenario change together. The result is context—not a quote or a promise of savings.
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The short answer
Credit-card interest is added each period, so the payment amount matters as much as the APR. Use the model to see how a sustainable payment changes the timeline, then compare the actual card agreement or loan offer.
How much reaches principal each month.
How long the balance remains open.
The modeled cost of carrying it.
Live illustrative calculator
Adjust the balance, APR, term, monthly payment, and an illustrative upfront fee. The model updates instantly, shows when a balance will not amortize, and does not collect application information.
Estimate only. It does not account for card issuer minimum-payment rules, daily compounding conventions, fees, promotional rates, late payments, an upfront fee beyond the modeled amount, lender eligibility, prepayment terms, or changes in APR. Review the provider’s full disclosures and your budget.
Test a payment you can sustain, then verify the actual agreement.
How to use it
Use the balance you actually carry, then stress-test a payment that fits your budget. A lower payment can extend the timeline; a higher payment can change how much interest compounds before principal falls.
Keep the context
Compare the actual APR, fees, term, payment, and total cost. The calculator is a frame for the conversation, not individualized financial advice.
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Questions, answered plainly
Each period, interest is added to the balance before the payment reduces principal. A larger payment generally reduces payoff time and total interest, while a payment that does not cover the modeled first-month interest will not amortize the balance.
No. It is an illustrative model using the APR, balance, and payment you select. Actual card agreements may use different minimum-payment rules, daily balances, fees, promotional rates, and payment timing.
No. Compare the actual APR, origination fees, term, payment, and total cost. A personal loan can have a lower modeled interest cost in some scenarios, but it is not automatically cheaper or better.
