Lesson 4 of 13
What borrowing really costs
Explain what interest is from the lender's side, what APR means and why it is the honest comparison number (it rolls in fees and how often interest is added), and why two loans with the same headline rate can cost very different amounts.
01 · Learn · the idea
A shop window promises money for nothing: “Borrow £100, pay back just £15 in two weeks.” Fifteen pounds. The price of a couple of pizzas. It sounds almost generous. But that little number is wearing a disguise. Strip it off and the loan is one of the most expensive ways to borrow money ever invented — somewhere north of 390% a year. The headline figure didn’t lie, exactly. It just stayed quiet about everything that turns a tiny fortnightly fee into a yearly avalanche. Learning to undress that disguise is the single most useful skill in borrowing.
Interest, from the lender’s side
You already know interest is the price of moving money through time. The earlier items showed it from your seat. Now sit in the lender’s chair for a moment, because that’s where the real price hides.
A lender hands over money and waits to get it back. While they wait, three things gnaw at them: they can’t use that money themselves, prices may rise before it returns, and you might never repay. To make the wait worth it, they charge a fee on top. That fee is interest. The riskier you look and the longer the wait, the bigger the fee they want.
So a “rate” is really the lender answering one question: what’s my price for letting this money sit in your hands? The trouble is that lenders can quote that price in lots of different costumes — per week, per month, per year, with a fee bolted on or hidden inside. Two lenders can charge wildly different real prices while quoting numbers that sound the same.
APR is the honest comparison number
This is why one number exists to cut through the noise: APR, the Annual Percentage Rate. APR is the all-in yearly cost of a loan, written as a single percentage. It does two jobs that a plain “interest rate” often skips.
First, it rolls in the fees. An arrangement fee, an admin charge, a “setup cost” — APR drags all of it into the percentage, so a loan that looks cheap on rate but stacks on charges shows its true colours.
Second, it accounts for how often interest is added — the compounding frequency. “1% a month” is not the same as “12% a year,” because each month’s interest joins the pile and starts earning interest itself. APR does that maths for you and reports the real yearly figure.
That’s the whole point of APR: it forces every loan onto the same yearly scale, fees and frequency included, so you can lay two offers side by side and actually compare them. Compare on the headline rate alone and you’re comparing costumes, not prices.
The payday disguise
Back to that shop window. “£15 per £100, paid back in two weeks.” Watch what APR does to it.
Fifteen pounds on a hundred is 15% — but for two weeks, not a year. A year holds 26 two-week stretches. Charge 15% in each stretch and you’re charging roughly 15% × 26 = 390% across the year. And that’s before compounding; if the fee rolls onto the balance each fortnight, the true figure climbs higher still. The £15 looked tiny because your eye measured it against a year, while the loan was charging it against a fortnight. APR refuses to be fooled by the short window. It annualises everything, and the disguise falls off.
Same “12%”, different bills
The disguise isn’t only a payday-lender trick. It shows up in ordinary loans too. Take two £1,000 loans that both sound like “12%.”
Loan A charges 12% a year, added once a year, with no fee. Its APR is exactly 12%. Over a year you pay about £120 in interest. Clean and honest.
Loan B advertises “1% a month.” Sounds like 12% — twelve months, 1% each. But 1% a month compounds: each month’s interest joins the balance, so you’re paying interest on interest. Run the maths — 1.01 multiplied by itself twelve times, minus one — and the real rate is about 12.7%, not 12%. Now add Loan B’s £40 arrangement fee, and the all-in APR climbs to roughly 17%. Same headline. Loan A costs you £120; Loan B closer to £170. The £50 gap was hiding in the fee and the monthly compounding — exactly the two things APR is built to expose.
On the whole
Every loan is a price quoted by someone who’d rather you didn’t compare too closely. The headline rate is the part they want you to see; the fees and the frequency are the parts that do the quiet damage. APR is the lens that pulls all of it into focus — one yearly number, everything included, so two offers can finally be weighed against each other instead of against your hopes.
This is the same move the whole course keeps making: don’t judge a money decision by the figure on the poster, judge it by what it actually costs you across time. The payday window and the high-street loan are both asking the same question — how much is your patience worth? — and both are betting you’ll answer without checking. You don’t have to take the bet. But the lender quoting you a number isn’t your enemy or your friend; they’re just pricing their own risk and patience, the same trade you make from the other side every time you save. Seeing the real price doesn’t make you sharp. It makes you harder to fool — and a little slower to sign.
02 · Try · the lab
03 · Check · quick quiz
1. A payday lender offers "£20 for every £100 you borrow, paid back in two weeks." Why is the real yearly cost so much higher than 20%?
- It isn't — 20% is the true cost, the two-week part is just when you repay
- Because there are 26 two-week periods in a year, so the 20% fee repeats many times — roughly 520% a year
- Because the lender secretly adds a fee you can't see
- Because £20 is a lot of money in absolute terms
Answer
Because there are 26 two-week periods in a year, so the 20% fee repeats many times — roughly 520% a year — The 20% is charged per fortnight, not per year. A year holds 26 two-week periods, so annualised it's about 20% × 26 ≈ 520% (more with compounding). APR exists to annualise that short window so the disguise falls off.
2. Loan A is "10% a year, added once a year, no fee." Loan B is "10% a year, added monthly, no fee." Same headline. Which actually costs more, and why?
- Loan B, because adding interest monthly means each month's interest starts earning interest too
- Loan A, because yearly interest is always the most expensive way to charge
- Neither — both say 10%, so both cost exactly 10%
- Loan B, but only because monthly loans always carry hidden fees
Answer
Loan B, because adding interest monthly means each month's interest starts earning interest too — Same headline, different frequency. Added monthly, 10% compounds — interest joins the balance and earns more interest — so the true rate is about 10.5%, not 10%. APR captures that; the headline doesn't. Loan B has no hidden fee here; the frequency alone does the damage.
3. Two £1,000 loans both advertise "12%." Loan X has a £60 arrangement fee; Loan Y has none. You can only compare one number to decide. Which number?
- The headline rate, since both say 12% they must cost the same
- The monthly repayment, since lower monthly is always cheaper overall
- The APR, because it folds the £60 fee into a single yearly percentage you can compare
- The total amount borrowed, since both are £1,000
Answer
The APR, because it folds the £60 fee into a single yearly percentage you can compare — APR is built to roll fees into one all-in yearly figure. The £60 fee pushes Loan X's APR above 12% while Loan Y stays at 12%, so the same headline hides a real gap. Headline rate alone would have called them equal.
4. A friend says: "Forget APR — just pick whichever loan has the lowest interest rate on the poster." What's wrong with that rule?
- Nothing — the lowest headline rate is always the cheapest loan
- The headline rate ignores fees and how often interest is added, so two loans with the same rate can cost very different amounts
- APR is only useful for mortgages, not smaller loans
- The poster rate is usually fake, so you should ignore all advertised numbers
Answer
The headline rate ignores fees and how often interest is added, so two loans with the same rate can cost very different amounts — A headline rate is one costume the price can wear. Fees and compounding frequency live outside it, so two loans can share a rate yet cost quite differently. APR pulls fees and frequency into one yearly number — the only fair way to lay two offers side by side.