Think of the interest rate as the price of borrowing money, just like the price of a cup of coffee at a café. When the price is low, you’re more likely to buy; when it’s high, you might wait or choose a cheaper alternative.
In short, the rate of interest is a key lever that shifts household decisions between consumption (C), savings (S) and borrowings (B):
\$C + S + B = Y\$ (where \$Y\$ is household income)
Imagine a household as a garden:
When the interest rate rises, borrowing the watering can becomes expensive, so you’ll water less (spend less) and plant more seeds (save). When the rate falls, borrowing is cheap, so you can water more (spend more) and plant fewer seeds.
| Interest Rate Change | Spending (C) | Saving (S) | Borrowing (B) |
|---|---|---|---|
| ↑ (increase) | ↓ | ↑ | ↓ |
| ↓ (decrease) | ↑ | ↓ | ↑ |
Tip: When answering questions about the interest rate, always link the change to the three household decisions (C, S, B). Use the table above as a quick reference and remember the analogy of the garden to explain the behaviour.
Suppose the Bank of England raises the base rate from 0.5% to 1.5%. A family with a mortgage will see their monthly payments rise. They might:
Conversely, if the rate falls to 0.25%, the same family could afford a new car loan and spend more on leisure.
Remember: The interest rate is a price signal that affects all three household decisions. When you see a question about “how does a change in the interest rate affect households?” you can answer in three parts: consumption, saving, and borrowing.