Before you lean on it: three checks
The numbers above use the big banks' 39.9%. Yours may differ, and a few details change the cost a lot.
1
What's your bank's rate, and is there a buffer?
Look up your account's overdraft EAR: most big banks charge about 40%, but some app banks and Barclays price by your credit score. Some accounts give an interest-free amount first (HSBC £25, Nationwide £50), which trims the cost on small balances.
2
Will the money really be back the same day?
Interest is charged on your end-of-day balance, so a gap that closes the same day usually costs nothing. Check your bank's cut-off time (HSBC: 23:45), and remember a payment that arrives tomorrow means one night's interest.
3
Would a 0% card actually be cheaper for you?
Compare the fee with what staying overdrawn would cost for as long as you expect to be in it, and check how long the 0% lasts against how fast you can pay it off. After the 0% ends, the card's normal rate applies.
Sources and calculation notes
How the numbers on this page are made. One model drives every drawing, readout and sentence. Banks work interest out daily and add it monthly, so the daily rate is the nominal yearly rate ÷ 365: 39.9% EAR → 12 × (1.3991/12 − 1) = 34.05% a year → 0.0933% a day. One night on £1,000: 93p (under £1). Seven days: £6.53. Thirty days: £27.99. A year, interest added monthly: £399.00, against £340.50 for 93p × 365 with no interest on interest (£58.50 more). HSBC's own example reproduces exactly: (£1,200 − £25) × 0.0933% × 30 = £32.88. Credit card at 24.71% APR, a year: £247.10. Moving the overdraft onto that card is a money transfer: £39.90 fee + 24.71% on £1,039.90 (£58.95 for 30 days), never cheaper than the 0% card, which pays the same fee and no interest. A 3.99% transfer fee on £1,000: £39.90, cheaper than staying overdrawn from day 43. If the 0% ends before you've cleared it, the card's rate applies to £1,039.90 from then on: owing for 6 months on a 0% with 2 months left costs £39.90 + £79.43. Paying in £400 leaves £600: 56p a night. The video narrates 92p (daily compounding, 1.3991/365 − 1); banks add interest monthly, which gives 93p. Payday cap 0.8% ÷ 0.0933% ≈ 8.6.