Use the information in the table below to answer the following questions.
Quantity | Variable cost | Total cost |
0 | $0 | $40 |
1 | 20 | 60 |
2 | 50 | 90 |
3 | 90 | 130 |
4 | 140 | 180 |
5 | 200 | 240 |
What is the firm’s level of fixed cost? Explain how you know.
Draw one correctly labeled graph showing the firm’s marginal and average total cost curves.
1 point: FC = $40
1 point: We can identify the fixed cost as $40 because when the firm is not producing, it still incurs a cost of $40. This could only be the result of a fixed cost because variable cost is zero when output is zero.
1 point: Graph with correct labels (“Cost of unit” on vertical axis; “Quantity” on horizontal axis)
1 point Upward-
1 point: U-
1 point: MC curve crossing at minimum of ATC curve (Note: We have simplified this graph by drawing smooth lines between discrete points. If we had drawn the MC curve as a step function instead, the MC curve would have crossed the ATC curve exactly at its minimum point.)
Draw a correctly labeled graph showing a firm with a realistic “swoosh-
Rubric for FRQ 2 (6 points)
1 point: Graph labeled “Cost of unit” or “Dollars per unit” on the vertical axis and “Quantity” or “Q” on the horizontal axis
1 point: Swoosh-shaped MC curve labeled “MC”
1 point: U-shaped ATC curve labeled “ATC”
1 point: U-shaped AVC curve that is below the ATC curve and is labeled “AVC”
1 point: Downward-sloping AFC curve that is below the ATC curve and is labeled “AFC”
1 point: The MC curve intersects the minimum points of the ATC curve and the AVC curve.