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Personal Finance

The True Cost of Credit Card Debt: What the Banks Don't Show You

Last updated: April 2026 • 12 min read

A £2,000 credit card balance at 22% APR — paid off at only the minimum payment — will cost you £1,840 in interest and take over 11 years to clear. Most people are genuinely shocked when they see this number. Use the interactive calculator below to see exactly what your own balance is costing you.

Credit Card Payoff Calculator

See how long it really takes — and how much you can save

Minimum Payments Only

Time to pay off
Total interest paid
Total you pay back

With Extra Payment

Time to pay off
Total interest paid
You save

Enter an extra monthly payment above to see how much you save.

Why Minimum Payments Are a Trap

Credit card companies are required by law to show you a "minimum payment warning" on your statement — but most people don't internalise what those numbers mean. Here's the mechanism:

  1. Your minimum payment is calculated as a percentage of your balance (typically 1–2%) or a fixed amount, whichever is greater.
  2. As your balance shrinks, your minimum payment shrinks too — so you're always paying just barely more than the interest.
  3. Interest compounds daily at your Annual Percentage Rate ÷ 365, and is charged monthly. This means your balance grows between payments.
  4. Result: You can make payments for over a decade and still owe significant money — all because your payment never substantially reduces the principal.

The Maths: How Interest Is Actually Calculated

Credit cards don't use the simple annual rate directly. They use a Daily Periodic Rate (DPR):

DPR = APR ÷ 365

At 22% APR: DPR = 22 ÷ 365 = 0.0603% per day

Your balance grows by that tiny fraction every single day. On a £2,000 balance at 22% APR, that's £1.21 per day in interest — or about £36.70 per month. If your minimum payment is only £40, you're paying off just £3.30 of actual debt per month.

Real Scenarios: How Much Extra Payments Save

Based on a £3,500 balance at 24.9% APR (a common UK credit card rate), here is what different monthly payments look like:

Monthly Payment Years to Clear Total Interest Total Paid Back
Minimum only (~2%)14+ years£3,720£7,220
£100/month4 years 5 months£1,408£4,908
£150/month2 years 9 months£817£4,317
£200/month2 years£576£4,076
£300/month1 year 3 months£352£3,852

Paying £300 instead of the minimum saves over £3,368 in interest and 13 years of your life. The sooner you start paying extra, the more dramatic the impact.

The Debt Avalanche vs Debt Snowball Methods

If you have multiple credit cards, two popular strategies help you eliminate debt systematically:

Debt Avalanche (Mathematically Optimal)

Pay minimums on all cards, then direct all extra money toward the card with the highest APR. Once it's paid off, redirect to the next highest.

Best for: Minimising total interest paid

Debt Snowball (Psychologically Motivating)

Pay minimums on all cards, then throw extra money at the card with the smallest balance. Each card cleared gives a psychological win that keeps you going.

Best for: Staying motivated, building habits

Research by Harvard Business School found that the debt snowball method leads to better completion rates despite costing slightly more in interest — the psychological momentum effect is real. Pick the method you'll actually stick to.

Warning Signs Your Credit Card Debt is Getting Out of Control

  • You're only making minimum payments each month
  • Your balance isn't decreasing despite regular payments
  • You're using one card to pay off another
  • You've maxed out your credit limit
  • You avoid looking at your statement
  • Interest charges exceed 20% of your monthly payment

Practical Steps to Break Free

  1. List every card with its balance, APR, and minimum payment. Total visibility first.
  2. Calculate your "interest cost per month" on each card (Balance × APR/12). This shows you the most expensive debt.
  3. Set a fixed payment amount higher than the minimum — automate it so you can't change your mind.
  4. Consider a 0% balance transfer if your credit score allows. Moving a £3,000 balance to a 0% card for 24 months gives you almost two years of interest-free repayment.
  5. Find even £20 extra per month. Cancelling one streaming service, one coffee per week, one takeaway — these small amounts compound into months shaved off your debt.

The Opportunity Cost Nobody Talks About

Every pound you pay in credit card interest is a pound that isn't growing at 7–10% in a stocks and shares ISA. A person who pays £1,500 in unnecessary interest over five years doesn't just lose £1,500 — they lose that money plus the investment returns it could have generated. Over 30 years, that £1,500 invested at 7% grows to £11,430.

Frequently Asked Questions

How is credit card interest calculated daily?

Your APR is divided by 365 to get the daily rate. This is applied to your average daily balance. For example, a 20% APR gives a daily rate of 0.0548%. On a £2,000 balance, that's £1.10 per day — or about £33 per month in interest charges.

Is it worth paying a fee for a 0% balance transfer?

Usually yes. Most 0% balance transfer cards charge a 1–3% transfer fee. On a £3,000 balance, that's £30–£90 — often less than a single month's interest at your current rate. As long as you pay it off during the 0% period, it saves money.

What happens if I miss a credit card payment?

Missing a payment typically triggers a late fee (£12–25), may increase your APR, and damages your credit score. If you've missed a payment, contact your provider immediately — most have hardship programmes that can help.

How do I calculate how long it will take to pay off my card?

Use the interactive calculator at the top of this page. Enter your balance, APR, and any extra monthly payment to see exactly how many months it will take and how much interest you'll pay in total.

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Alex van den Berg

Financial Educator & Mathematics Writer

Alex has 8+ years of experience in personal finance education and mathematics instruction. He writes practical guides on financial calculations, everyday maths, and how to use digital tools to make smarter money decisions.