Credit Card Payoff Calculator

Calculate how long a fixed monthly payment takes to clear a card balance and how much interest it costs.

Adjust your plan

Enter an exact value or use a slider. Your result updates instantly.

Formula, example and assumptions
Time to become card-debt free31 months
Indian rupees
%
Indian rupees

This must exceed the interest added in the first month or the balance will not amortize under this fixed-payment model.

Your result

Local calculation
Time to become card-debt free31 months

The payoff time shows how many monthly payments clear the entered card balance. Total paid includes the starting balance and accumulated interest, assuming no new spending or fees.

Annual interest rate (%)
36 %
Fixed monthly payment
₹5,000
See how this is calculated

Result breakdown

Interest added in the first month
₹3,000.00
Principal reduced by the first payment
₹2,000.00
Total interest paid
₹54,994.64
Total amount paid
₹1,54,994.64 About ₹1.55 lakh
Projection over timeValues progress from ₹1,00,000.00 to ₹0.00.
NowPaid off
Check the inputs and method

These are your current inputs, not the worked example further down the page.

Outstanding card balance
₹1,00,000
Annual interest rate (%)
36 %
Fixed monthly payment
₹5,000

Method

Monthly rate r = annual percentage ÷ 1,200. Each month: interest I = opening balance B × r; actual payment = min(chosen payment, B + I); closing balance = B + I − actual payment. Repeat until zero. Total paid = initial balance + accumulated interest.

Read the worked example and assumptions

How this calculation works

Estimate how long an existing revolving balance takes to clear with a fixed monthly payment and no new spending. The first-payment breakdown shows whether most of the payment is servicing interest or reducing debt. This differs from a card EMI purchase: the payment is chosen by you and the payoff date is the unknown, with a smaller final payment when the remaining balance permits.

Monthly rate r = annual percentage ÷ 1,200. Each month: interest I = opening balance B × r; actual payment = min(chosen payment, B + I); closing balance = B + I − actual payment. Repeat until zero. Total paid = initial balance + accumulated interest.

Worked example

This example uses illustrative inputs. Your current result is shown above.

For a ₹10,000 balance at 12% annual interest and ₹6,000 monthly payment, month one adds ₹100 interest and leaves ₹4,100. Month two adds ₹41 and needs only ₹4,141 to close the balance. Payoff takes two months, with ₹141 total interest and ₹10,141 paid.

Assumptions and limits

  • No new purchases, cash withdrawals, fees or rate changes occur; interest is added monthly using annual rate divided by twelve.
  • The chosen payment must exceed first-month interest. Actual card statements may use daily balances, transaction-specific rates and changing minimum payments.

Questions people ask

Why is a payment below first-month interest rejected?

Such a payment would fail to reduce this balance under the fixed-rate model, so it cannot produce the requested payoff path.

Should I enter the card’s minimum-payment percentage?

No. Enter a fixed currency amount paid every month. If the real minimum falls as the balance shrinks, paying only that moving minimum can take longer than this fixed-payment scenario.

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