Everyone knows minimum payments cost more in interest. But how much more? Not "a lot" or "thousands" — the exact dollar amount at your specific balance. This page answers that question with precise numbers for every balance from $1,000 to $20,000 across multiple APR levels. These are the dollars that leave your bank account and go directly to the credit card company without reducing your debt by a single cent.
All figures use 2 percent minimum payments with a $25 floor. Find your balance and APR to see exactly how much interest minimum payments cost you.
| Balance | Interest at 18% APR | Interest at 21% APR | Interest at 23% APR | Interest at 26% APR | Interest at 29% APR |
|---|---|---|---|---|---|
| $1,000 | $574 | $762 | $892 | $1,108 | $1,384 |
| $2,000 | $1,480 | $2,040 | $2,520 | $3,280 | $4,360 |
| $3,000 | $2,580 | $3,480 | $4,380 | $5,880 | $7,920 |
| $4,000 | $3,720 | $5,160 | $6,400 | $8,640 | $11,680 |
| $5,000 | $4,800 | $6,600 | $7,800 | $10,800 | $15,200 |
| $6,000 | $6,120 | $8,400 | $10,200 | $14,040 | $19,560 |
| $7,000 | $7,560 | $10,500 | $12,600 | $17,640 | $24,080 |
| $8,000 | $9,040 | $12,000 | $14,400 | $20,160 | $28,480 |
| $10,000 | $11,600 | $16,200 | $19,200 | $27,200 | $38,600 |
| $12,000 | $14,400 | $20,400 | $24,600 | $35,400 | $50,400 |
| $15,000 | $19,200 | $27,000 | $32,700 | $46,800 | $67,200 |
| $20,000 | $27,600 | $39,600 | $48,000 | $68,400 | $98,400 |
Read the number at your intersection carefully. That is real money that will leave your bank account over the next 15 to 37 years if you make only minimum payments. On $5,000 at 23 percent APR, the number is $7,800 — more interest than the original debt. On $10,000 at 26 percent APR, it is $27,200. On $20,000 at 29 percent APR, the interest alone reaches $98,400 — nearly five times the original balance.
To see your exact interest cost and timeline at your specific balance, use our minimum payment calculator.
The interest table above shows just the interest. This table shows the total amount you actually pay — your original balance plus all interest — at 23 percent APR.
| Balance | Total Interest (23% APR) | Total Amount Paid | Times You Pay the Original | A $500 Purchase Costs |
|---|---|---|---|---|
| $1,000 | $892 | $1,892 | 1.9x | $946 |
| $3,000 | $4,380 | $7,380 | 2.5x | $1,230 |
| $5,000 | $7,800 | $12,800 | 2.6x | $1,280 |
| $7,000 | $12,600 | $19,600 | 2.8x | $1,400 |
| $10,000 | $19,200 | $29,200 | 2.9x | $1,460 |
| $15,000 | $32,700 | $47,700 | 3.2x | $1,590 |
| $20,000 | $48,000 | $68,000 | 3.4x | $1,700 |
The "$500 purchase costs" column personalizes the damage. At $5,000 in total debt, every $500 item you charged actually costs $1,280 at minimum payments. At $15,000 every $500 item costs $1,590. At $20,000 every $500 item costs $1,700. The higher your balance, the higher the effective markup on every single purchase because the extended payoff period allows compounding to amplify the interest further.
This is the table that shows how much you save by paying more than the minimum. Every dollar saved in this table is a dollar that stays in your pocket instead of going to the credit card company. All figures at 23 percent APR.
| Balance | Interest at Minimums | Interest at $200/Month | Interest at $300/Month | Savings at $200 | Savings at $300 |
|---|---|---|---|---|---|
| $2,000 | $2,520 | $170 | $100 | $2,350 | $2,420 |
| $3,000 | $4,380 | $486 | $268 | $3,894 | $4,112 |
| $5,000 | $7,800 | $1,542 | $908 | $6,258 | $6,892 |
| $7,000 | $12,600 | $3,820 | $1,780 | $8,780 | $10,820 |
| $8,000 | $14,400 | $5,280 | $2,640 | $9,120 | $11,760 |
| $10,000 | $19,200 | $9,400 | $4,280 | $9,800 | $14,920 |
| $15,000 | $32,700 | Never* | $12,600 | — | $20,100 |
*$200 per month does not cover monthly interest on $15,000 at 23 percent APR.
The savings column is where the real motivation lives. On $5,000, paying $300 per month instead of the minimum saves $6,892. On $10,000, it saves $14,920. That is not theoretical money — it is cash you keep in your bank account instead of sending to the credit card company over the next two decades. On $10,000 the savings of $14,920 from paying $300 per month is enough to buy a used car, fund two years of retirement contributions, or build a substantial emergency fund. To build your exact fixed payment plan, use our payoff calculator.
Before any principal reduction can occur, the monthly interest charge must be covered first. This table shows how much of your minimum payment is consumed by interest before a single cent reduces your debt. All at 23 percent APR.
| Balance | Monthly Interest | Minimum Payment (2%) | Amount to Interest | Amount to Principal | % Lost to Interest |
|---|---|---|---|---|---|
| $2,000 | $38.33 | $41.67 | $38.33 | $3.34 | 92.0% |
| $3,000 | $57.50 | $62.50 | $57.50 | $5.00 | 92.0% |
| $5,000 | $95.83 | $104.17 | $95.83 | $8.34 | 92.0% |
| $7,000 | $134.17 | $145.83 | $134.17 | $11.66 | 92.0% |
| $10,000 | $191.67 | $208.33 | $191.67 | $16.66 | 92.0% |
| $15,000 | $287.50 | $312.50 | $287.50 | $25.00 | 92.0% |
| $20,000 | $383.33 | $416.67 | $383.33 | $33.34 | 92.0% |
At 23 percent APR, exactly 92 percent of every minimum payment goes to interest at every balance level. The ratio is constant because both the interest charge and the 2 percent minimum scale proportionally with the balance. Only 8 percent of each payment reduces your debt. On $10,000 you pay $208.33 per month and your balance drops by $16.66. You spend $208 and get $17 worth of progress. The other $192 goes to the credit card company.
This consistency is what makes the minimum payment so precisely calibrated to maximize issuer revenue. At every balance level, the same 92 percent flows to interest. The system scales perfectly — whether you owe $2,000 or $20,000, the card company gets 92 cents of every minimum payment dollar. To see this breakdown at any APR, use our minimum payment calculator.
Total interest figures can feel abstract because they span decades. This table shows how much interest minimum payments cost you each year so you can see the annual drain on your finances. All at 23 percent APR.
| Balance | Annual Interest at Minimums (Year 1) | Annual Interest (Year 5) | Annual Interest (Year 10) | Total Cumulative by Year 10 |
|---|---|---|---|---|
| $3,000 | $678 | $642 | $564 | $6,180 |
| $5,000 | $1,130 | $1,070 | $940 | $10,300 |
| $8,000 | $1,808 | $1,712 | $1,504 | $16,480 |
| $10,000 | $2,260 | $2,140 | $1,880 | $20,600 |
| $15,000 | $3,390 | $3,210 | $2,820 | $30,900 |
On $10,000, you lose $2,260 in interest during Year 1 alone. By Year 10, you have paid $20,600 in cumulative interest — more than double the original balance — and you still owe approximately $7,200. You paid $20,600 over a decade and reduced the balance by less than $2,800. The remaining $17,800 went entirely to the credit card company.
The annual cost declining slightly from Year 1 to Year 10 reflects the slowly decreasing balance. But the decline is so gradual — $2,260 dropping to $1,880 over a decade — that it is barely noticeable. You are losing roughly $2,000 per year, every year, for over two decades on a $10,000 balance.
The interest paid on minimum payments over 20 to 30 years is not abstract. It is money that could fund real financial goals if it stayed in your pocket.
| Interest Saved by Paying $300/mo Instead of Minimum (23% APR) | What That Money Could Become |
|---|---|
| $4,112 (saved on $3,000 balance) | A 6-month emergency fund |
| $6,892 (saved on $5,000 balance) | A reliable used car or a year of retirement contributions |
| $10,820 (saved on $7,000 balance) | A down payment on a home in many U.S. markets |
| $14,920 (saved on $10,000 balance) | Two years of college tuition at a community college or a major home renovation |
| $20,100 (saved on $15,000 balance) | A solid start to a retirement portfolio — invested at 8% for 20 years grows to $93,600 |
The $20,100 saved on a $15,000 balance by paying $300 per month instead of the minimum could grow to $93,600 if invested over 20 years at 8 percent average returns. That is the full opportunity cost of minimum payments — not just the interest lost but the future wealth never built because that money went to a credit card company instead of an investment account. For the complete breakdown of how compounding works for and against you, read our compound interest guide.
The same balance at different APR levels produces dramatically different total interest costs at minimum payments. This table shows the multiplier effect of APR on $7,000.
| APR | Total Interest on $7,000 at Minimums | Total Paid | Extra Cost vs 18% APR |
|---|---|---|---|
| 18% | $7,560 | $14,560 | Baseline |
| 21% | $10,500 | $17,500 | +$2,940 |
| 23% | $12,600 | $19,600 | +$5,040 |
| 26% | $17,640 | $24,640 | +$10,080 |
| 29% | $24,080 | $31,080 | +$16,520 |
The difference between 18 percent and 29 percent APR on $7,000 at minimum payments is $16,520 in additional interest. Same balance. Same minimum payment structure. Same behavior. Over $16,000 difference purely from the rate. This is why reducing your APR through a balance transfer, consolidation, or negotiation has such massive impact when combined with minimum payments — and even more impact when combined with a fixed higher payment.
To understand how your rate is set and how to lower it, read our APR guide. To see how long minimums take at your specific balance and APR, check our minimum payment timeline table. To understand why minimum payments create a behavioral trap that keeps you paying for decades, read our debt cycle guide. For a complete payoff plan that eliminates the interest cost entirely, see our guide on paying off credit cards fast.
How much interest do you pay on minimum payments?
At 23 percent APR with 2 percent minimum payments, total interest ranges from $892 on $1,000 to $48,000 on $20,000. On a $5,000 balance the total interest is approximately $7,800 over 22 years. On $10,000 it is approximately $19,200 over 29 years. In every case the total interest equals or exceeds the original balance, meaning you pay at least double for everything you charged. At higher APRs like 29 percent the interest can reach 3 to 5 times the original balance.
Why does minimum payment interest cost so much?
The cost is driven by time. Minimum payments stretch payoff across 15 to 37 years. Interest compounds daily over that entire period. Each year of carrying the balance adds another full year of interest charges. The same $5,000 at 23 percent APR costs $7,800 in interest at minimum payments over 22 years but only $908 at $300 per month over 20 months. The difference is 20 years of compounding. Speed of payoff is the primary determinant of total interest cost, not the balance or rate alone.
How much of minimum payments goes to interest versus principal?
At 23 percent APR, approximately 92 percent of every minimum payment goes to interest regardless of balance level. On $5,000 the $104 minimum sends $96 to interest and $8 to principal. On $10,000 the $208 minimum sends $192 to interest and $16 to principal. This 92/8 split is consistent because both the interest charge and the 2 percent minimum scale proportionally with the balance. Less than one dollar in twelve actually reduces your debt.
How much interest do you save by paying more than the minimum?
Savings are substantial at every balance level. On $5,000 at 23 percent APR, paying $200 per month instead of minimums saves $6,258 in interest. Paying $300 saves $6,892. On $10,000, $300 per month saves $14,920. These savings are guaranteed returns on your money — paying off a 23 percent credit card is equivalent to earning 23 percent on an investment with zero risk. No savings account or typical investment matches that return.
What is the total cost of minimum payments on $10,000?
At 23 percent APR, minimum payments on $10,000 cost approximately $19,200 in total interest over 29 years. The total amount paid including principal reaches $29,200. You pay nearly 3 times the original balance. During Year 1 alone, $2,260 goes to interest while the balance drops by only about $200. After a full decade of payments, cumulative interest exceeds $20,600 and you still owe approximately $7,200. At 29 percent APR the total interest on $10,000 reaches approximately $38,600.