Lesson 4.1.4.6
4.1.4.6 Marginal, average and total revenue Quiz: AQA Economics, Unit 1
20 questions
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Lesson 4.1.4.6, Marginal, average and total revenue: 20 multiple choice questions for the AQA Economics (7136), Unit 1: Individuals, firms, markets and market failure, written with Revision Ninja.
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The 20 questions
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Total revenue is defined as:
- the change in price for each unit sold.
- total cost minus total profit.
- price divided by quantity sold.
- price multiplied by quantity sold.
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Average revenue is defined as:
- the change in total revenue from one more unit.
- total revenue minus total cost.
- total cost divided by quantity sold.
- total revenue divided by quantity sold.
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Marginal revenue is defined as:
- the average of all revenue received.
- the change in total revenue from selling one more unit of output.
- the revenue from the first unit sold only.
- the revenue from fixed costs.
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A firm sells 4 units at £10 each and 5 units at £9 each. What is the marginal revenue of the fifth unit?
- £9.
- £45.
- £1.
- £5.
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A firm sells 4 units at £10 each and 5 units at £9 each. What is average revenue at 5 units?
- £45.
- £5.
- £9.50.
- £9.
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Why is the average revenue curve the same as the firm's demand curve?
- Because the demand curve shows marginal revenue only.
- Because the demand curve shows total cost.
- Because average revenue equals the price the firm receives for each unit, and that price is read from the demand curve.
- Because the demand curve is always horizontal regardless of market conditions.
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Under perfect competition, which statement about revenue is correct?
- Price, average revenue and marginal revenue are all equal.
- Marginal revenue is zero at all output levels.
- Average revenue is always less than marginal revenue.
- Marginal revenue is always greater than price.
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For a firm facing a downward sloping demand curve, what is the relationship between marginal revenue and average revenue?
- Marginal revenue is greater than average revenue.
- Marginal revenue is always equal to average revenue.
- Marginal revenue is less than average revenue.
- Marginal revenue is negative at all output levels.
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A firm's price falls from £10 to £9 when quantity rises from 4 to 5. Which statement correctly describes the marginal revenue of the fifth unit compared with its price?
- MR is £14, which is above the price.
- MR is £1, which is equal to the price fall.
- MR is £9, which is equal to the price.
- MR is £5, which is below the price of £9.
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Using a demand schedule where P = 10, 9, 8, 7, 6 for Q = 1 to 5, what is marginal revenue between 3 and 4 units?
- £7.
- £4.
- £8.
- £2.
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A demand schedule gives prices of £10, £9, £8, £7 and £6 for 1 to 5 units sold. At what output is total revenue highest?
- 3 units.
- 1 unit.
- 2 units.
- 5 units.
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When marginal revenue is zero, what is happening to total revenue?
- Total revenue is rising at its fastest rate.
- Total revenue is at its minimum.
- Total revenue is equal to total cost.
- Total revenue is at its maximum.
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When marginal revenue is negative, which statement is correct?
- Total revenue is falling.
- Average revenue is negative.
- Total revenue is unchanged.
- Total revenue is rising.
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A firm's average revenue curve is a straight line from £20 at zero output to £0 at 40 units. What is marginal revenue if the curve is linear and downward sloping?
- MR starts at £20 and falls at twice the rate of AR, reaching zero at 20 units.
- MR is constant at £20 at every output.
- MR equals AR at every output.
- MR rises as output rises.
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Which of the following best explains why marginal revenue can be lower than price for a firm with market power?
- Because the firm does not sell its output.
- Because the firm pays a lower price for its inputs.
- Because to sell an extra unit the firm must reduce the price on all units sold, not just the extra one.
- Because the firm's fixed costs are zero.
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A firm wants to maximise total revenue. Which output should it choose, given a linear demand curve?
- The output where average revenue equals zero.
- The output where marginal cost equals zero.
- The output where price is at its highest.
- The output where marginal revenue equals zero.
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Which statement best evaluates the use of total revenue maximisation as the objective for a firm?
- It is always the best objective, because revenue equals profit.
- It is irrelevant because firms never sell goods.
- It is incomplete, because revenue does not account for costs, so a firm may need to consider profit rather than revenue alone.
- It is the only objective firms ever pursue.
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Which of the following correctly describes the relationship between average and marginal revenue when average revenue is falling?
- Marginal revenue must be rising and above average revenue.
- Marginal revenue must be zero.
- Marginal revenue must also be falling and is below average revenue.
- Marginal revenue must equal average revenue.
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A firm sells 100 units at £6 each and then lowers its price to £5, selling 120 units. What is the marginal revenue of the extra 20 units?
- £120 per unit, because quantity multiplied by price gives the answer.
- £1 per unit, because the price fell by £1.
- £0 per unit, because total revenue is unchanged at £600.
- £2 per unit, because 20 units were added.
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A firm's total revenue is £120 at 12 units and £132 at 13 units. What is marginal revenue for the thirteenth unit?
- £12, the change in total revenue divided by the change in quantity.
- £10, the price charged at 12 units.
- £11, the average revenue at 12 units.
- £132, the total revenue at 13 units.
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