India · Debt
Compare minimum due repayment vs a fixed monthly payment and see how much interest you can save.
If this is lower than minimum due, minimum due will be used.
Payoff Time
15 years
Total Interest
₹3,40,355.73
Estimated Debt Free By
August 2041
Payoff Time
2 years
Total Interest
₹1,01,801.47
Estimated Debt Free By
August 2028
Interest saved
₹2,38,554.25
Time saved
13 years
| Month | Opening | Min due | Payment | Interest | Principal | Closing |
|---|---|---|---|---|---|---|
| 1 | ₹2,50,000.00 | ₹12,875.00 | ₹15,000.00 | ₹7,500.00 | ₹7,500.00 | ₹2,42,500.00 |
| 2 | ₹2,42,500.00 | ₹12,488.75 | ₹15,000.00 | ₹7,275.00 | ₹7,725.00 | ₹2,34,775.00 |
| 3 | ₹2,34,775.00 | ₹12,090.91 | ₹15,000.00 | ₹7,043.25 | ₹7,956.75 | ₹2,26,818.25 |
| 4 | ₹2,26,818.25 | ₹11,681.14 | ₹15,000.00 | ₹6,804.55 | ₹8,195.45 | ₹2,18,622.80 |
| 5 | ₹2,18,622.80 | ₹11,259.07 | ₹15,000.00 | ₹6,558.68 | ₹8,441.32 | ₹2,10,181.48 |
| 6 | ₹2,10,181.48 | ₹10,824.35 | ₹15,000.00 | ₹6,305.44 | ₹8,694.56 | ₹2,01,486.93 |
| 7 | ₹2,01,486.93 | ₹10,376.58 | ₹15,000.00 | ₹6,044.61 | ₹8,955.39 | ₹1,92,531.53 |
| 8 | ₹1,92,531.53 | ₹9,915.37 | ₹15,000.00 | ₹5,775.95 | ₹9,224.05 | ₹1,83,307.48 |
| 9 | ₹1,83,307.48 | ₹9,440.34 | ₹15,000.00 | ₹5,499.22 | ₹9,500.78 | ₹1,73,806.70 |
| 10 | ₹1,73,806.70 | ₹8,951.05 | ₹15,000.00 | ₹5,214.20 | ₹9,785.80 | ₹1,64,020.91 |
| 11 | ₹1,64,020.91 | ₹8,447.08 | ₹15,000.00 | ₹4,920.63 | ₹10,079.37 | ₹1,53,941.53 |
| 12 | ₹1,53,941.53 | ₹7,927.99 | ₹15,000.00 | ₹4,618.25 | ₹10,381.75 | ₹1,43,559.78 |
| 13 | ₹1,43,559.78 | ₹7,393.33 | ₹15,000.00 | ₹4,306.79 | ₹10,693.21 | ₹1,32,866.57 |
| 14 | ₹1,32,866.57 | ₹6,842.63 | ₹15,000.00 | ₹3,986.00 | ₹11,014.00 | ₹1,21,852.57 |
| 15 | ₹1,21,852.57 | ₹6,275.41 | ₹15,000.00 | ₹3,655.58 | ₹11,344.42 | ₹1,10,508.15 |
| 16 | ₹1,10,508.15 | ₹5,691.17 | ₹15,000.00 | ₹3,315.24 | ₹11,684.76 | ₹98,823.39 |
| 17 | ₹98,823.39 | ₹5,089.40 | ₹15,000.00 | ₹2,964.70 | ₹12,035.30 | ₹86,788.09 |
| 18 | ₹86,788.09 | ₹4,469.59 | ₹15,000.00 | ₹2,603.64 | ₹12,396.36 | ₹74,391.73 |
| 19 | ₹74,391.73 | ₹3,831.17 | ₹15,000.00 | ₹2,231.75 | ₹12,768.25 | ₹61,623.49 |
| 20 | ₹61,623.49 | ₹3,173.61 | ₹15,000.00 | ₹1,848.70 | ₹13,151.30 | ₹48,472.19 |
| 21 | ₹48,472.19 | ₹2,496.32 | ₹15,000.00 | ₹1,454.17 | ₹13,545.83 | ₹34,926.36 |
| 22 | ₹34,926.36 | ₹1,798.71 | ₹15,000.00 | ₹1,047.79 | ₹13,952.21 | ₹20,974.15 |
| 23 | ₹20,974.15 | ₹1,080.17 | ₹15,000.00 | ₹629.22 | ₹14,370.78 | ₹6,603.37 |
| 24 | ₹6,603.37 | ₹500.00 | ₹6,801.47 | ₹198.10 | ₹6,603.37 | ₹0.00 |
How to use this
Editorial Trust Panel
Author
Reviewed by
Debt and Credit Behavior Review Desk (Upaman)
Last reviewed
June 28, 2026
Content update
Auto-updated on Jun 28, 2026
Scope: Models revolving credit payoff scenarios with fixed APR assumptions and no new spending.
Primary references
Last reviewed: June 28, 2026
This calculator provides planning estimates based on the assumptions shown on this page.
Credit card debt grows quickly when repayments stay near minimum due. This page compares minimum-due payoff vs a fixed repayment plan so you can choose a practical monthly strategy before interest costs compound further.
The trap has a precise mechanism, and it is not the interest rate alone — it is the interaction between a high rate and a shrinkingpayment. The minimum due is typically a small percentage of the outstanding balance, so as you pay the balance down, the card asks for less each month, and your repayment effort decays exactly when it should be compounding. Card interest is also far costlier than any other mainstream consumer credit: the default 36% APR here means 3% a month, so a ₹2.5 lakh balance generates ₹7,500 of interest in the very first month. Check your own statement’s monthly rate and multiply by twelve — the number surprises most cardholders.
Run the defaults and read the two cards side by side. A ₹2.5 lakh balance at 36% APR with a 5% minimum due takes 15 years to clear on the minimum path and accumulates ₹3,40,355.73 of interest — more than the original debt. The first month explains why: the minimum due is ₹12,875, but ₹7,500 of it is interest, so only ₹5,375 reduces what you owe, and next month the card asks for slightly less.
Now hold the payment fixed at ₹15,000 — barely ₹2,000 above that first minimum due — and the same debt clears in 2 years with ₹1,01,801.47 of interest: ₹2,38,554 saved and 13 years of repayment avoided, from refusing to let the payment decay. Push to ₹25,000 and it is 13 months and ₹51,688.67 of interest. The lesson generalizes: against a percentage-based minimum, the constancy of your payment matters nearly as much as its size.
Month loop: add interest on opening balance, compute minimum due, apply either minimum due or selected fixed payment (whichever is higher in accelerated mode), then update closing balance. Repeat until payoff and track cumulative interest.
Minimum due often covers a large interest component and a small principal component, which extends payoff period and increases total interest.
Pick a sustainable amount above minimum due, keep it consistent, and increase it whenever income improves to reduce total borrowing cost.
No. Use it for planning and habit correction. Final repayment and billing values should be validated with official card statements.
Because the minimum due is a percentage of the balance, it shrinks as the balance shrinks — so your repayment effort automatically decays every month. On the default ₹2.5 lakh balance, the first minimum due is ₹12,875, of which ₹7,500 is that month’s interest; only ₹5,375 touches the principal. As payments fall, the interest share stays heavy, and the simulation runs 15 years. A fixed payment breaks this decay: the same rupee amount every month means an ever-growing principal share.
The comparison is not between ₹15,000 and nothing — it is between any fixed amount and a shrinking percentage. Even holding your payment constant at the first month’s minimum due (instead of letting it decay) dramatically shortens the payoff. Pick the largest number you can sustain every single month, and raise it when income improves; the schedule table shows exactly what each level buys you.
Often, yes — converting revolving card debt into a fixed-tenure loan at a lower rate attacks both problems at once: the rate drops and the payment stops decaying. This calculator tells you the cost of staying put, which is the number to compare any transfer offer against. Check processing fees and the post-offer rate before switching, and validate terms with the issuer.
Enter your outstanding balance
Type the amount currently owed on your card.
Set the interest rate
Enter your card APR (monthly or annual).
Choose a monthly payment
Compare minimum-only versus a fixed higher payment.
Review the payoff
See the payoff time, total interest, and how much faster you clear the debt.