Consumer expenditure and producer revenue

H2 Economics - syllabus 9570, 2026

Original teaching notes

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Calculate how a change in price and quantity affects total spending and sales revenue.

Consumer expenditure is the amount buyers spend: price paid multiplied by quantity bought. Producer revenue is the amount sellers receive: price received multiplied by quantity sold. When buyers pay the same price that sellers receive, these totals are equal. A tax or subsidy can create a difference between the two prices, sometimes called a wedge; that is excluded from this example. Use the quantity actually traded and keep the period consistent. When price and quantity both rise, revenue rises; when both fall, revenue falls. If they move in opposite directions, calculate both totals or compare their relative changes. Revenue is not profit: profit also depends on total cost. Elasticity provides a further way to analyse responsiveness in the next chapter.

Calculate both totals
Consumer expenditure is what buyers spend: price paid x quantity bought. Producer revenue is what sellers receive: price received x quantity sold. The totals are equal when buyers pay the same price that sellers receive.
Compare price and quantity together
If both rise, revenue rises. If both fall, revenue falls. If one rises and the other falls, their relative changes determine the result.
Keep revenue separate from profit
Profit = total revenue - total cost. Revenue figures alone do not show how profit changed.

Worked example: A lower price and more sales

A cafe initially sells 80 drinks a day at $6 each. After a supply increase, it sells 110 drinks a day at $5 each. Buyers pay the same price that the cafe receives, with no tax or subsidy changing it. No cost figures are provided.

  1. Initially, daily consumer expenditure and producer revenue are $6 x 80 = $480.
  2. After the change, both are $5 x 110 = $550 per day.
  3. Total spending and revenue rise by $70 per day. The extra sales more than offset the lower price in this example.
  4. This does not establish the change in profit. Profit = total revenue - total cost, and total cost is not given.

Watch out for this

A higher selling price always gives the producer more revenue and profit.

Revenue depends on both price and quantity sold. Profit then subtracts total cost. A price change alone establishes neither outcome.

Check your understanding

A shop sells 50 notebooks per week at $4 each, then 70 at $3 each. No cost figures are given. Which conclusion is supported?

  1. Revenue falls because the notebook price falls.
  2. Revenue rises by $10 per week; the profit change is unknown.
  3. Revenue and profit both rise by $10 per week.

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