Lesson 3.3.1
3.3.1 Revenue Quiz: Pearson Edexcel Economics A, Unit 3
20 questions
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Lesson 3.3.1, Revenue: 20 multiple choice questions for the Pearson Edexcel Economics A (9EC0), Unit 3: Theme 3: Business behaviour and the labour market, written with Revision Ninja.
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The 20 questions
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Total revenue is calculated as:
- Price multiplied by quantity sold
- Average cost multiplied by quantity sold
- Price divided by quantity sold
- Profit plus total cost of production
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Which statement about average revenue is correct?
- Average revenue equals marginal revenue for every firm in every market
- Average revenue equals total revenue divided by quantity and equals the price of the good
- Average revenue is always greater than the price charged to buyers
- Average revenue is found by adding fixed cost to total revenue
-
Marginal revenue is best defined as:
- The change in total revenue from selling one more unit of output
- The average revenue earned across all units sold in the period
- The price charged for the last unit of the product only
- The total revenue earned when output is zero
-
Demand is price elastic when the price elasticity of demand is:
- Equal to 0, so a price cut raises total revenue for the firm
- Greater than 1 in absolute value, so a price cut raises total revenue
- Less than 1 in absolute value, so a price cut raises total revenue
- Equal to 1, so any price change must alter total revenue
-
Price falls from £10 to £8 and quantity demanded rises from 100 to 150. Using the midpoint method, what is the price elasticity of demand?
- 1.8 in absolute value, so demand is elastic
- 0.6, so demand is inelastic
- 1.0, so demand is unit elastic
- 3.0, so demand is perfectly elastic
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Total revenue is £2,400 when 60 units are sold. What is average revenue?
- £144,000
- £4
- £60
- £40
-
Price is £4 and 250 units are sold. What is total revenue?
- £1,250
- £1,000
- £62.50
- £254
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Total revenue rises from £600 to £660 when output rises from 30 to 31 units. What is the marginal revenue of the 31st unit?
- £630
- £22
- £20
- £60
-
At 40 units, total revenue is £800. What is average revenue?
- £32,000
- £20
- £40
- £200
-
Price elasticity of demand is -2. Price rises by 5 per cent. What happens to quantity demanded?
- It falls by 0.4 per cent
- It falls by 2.5 per cent
- It falls by 10 per cent
- It falls by 5 per cent
-
A firm faces inelastic demand and considers raising its price. What is the effect on total revenue?
- Total revenue rises, because quantity falls by proportionally less than the price rises
- Total revenue stays the same because demand is unit elastic
- Total revenue falls, because quantity falls by more than price rises
- Total revenue is zero for all inelastic goods at any price
-
A firm cuts its price on a product with elastic demand. What happens to total revenue?
- It falls, because the price falls by any amount at all
- It rises, because quantity demanded increases by proportionally more than price falls
- It stays unchanged for all values of elasticity in every market
- It rises only if the supply of the good is perfectly inelastic
-
Marginal revenue is zero when:
- Total revenue is zero at that level of output
- Total revenue is at its maximum, which occurs where price elasticity of demand equals 1
- Average revenue is zero at that level of output
- Price is zero for every unit that is sold
-
A firm faces a PED of -0.5. To increase its revenue it should:
- Keep its price the same in every period
- Raise its price
- Stop selling the product altogether
- Lower its price
-
A firm's average revenue falls from £8 to £6 as output rises along a downward sloping demand curve. How does marginal revenue compare?
- MR equals AR at every level of output
- MR is constant at £8 for every extra unit sold
- MR is above AR throughout the output range
- MR is below AR and falls faster than AR
-
Demand is P = 60 - 2Q. At which output is total revenue maximised?
- Q = 7.5
- Q = 20
- Q = 30
- Q = 15
-
Using the same demand curve P = 60 - 2Q, what is the maximum total revenue?
- £900
- £450
- £600
- £225
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Evaluate the claim: 'Lowering price always raises revenue.'
- False in general: a price cut raises revenue only if demand is elastic, and revenue falls if demand is inelastic
- True when demand is perfectly inelastic in every market
- False, because revenue depends only on the firm's costs of production
- True in every case, since more units are always sold
-
Price is cut from £10 to £8 and quantity rises from 100 to 130 (midpoint method). What is the elasticity and effect on revenue?
- Unit elastic, so total revenue is unchanged
- Perfectly elastic, so total revenue doubles
- Elastic, at about 1.17, so total revenue rises
- Inelastic, at about 0.85, so total revenue falls
-
A firm faces elastic demand at its current price. Why might it still choose not to cut price?
- Price cuts always raise profit automatically with no other effects
- A price cut may trigger rival retaliation or lower margins, so higher revenue may not mean higher profit
- Demand cannot be elastic at any price in any market
- Revenue always falls after any price cut in every market
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