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(On the relationship between Average Product, and Marginal Product) (2 points) Suppose the production function for a local hops grower is as follows: Number of
(On the relationship between Average Product, and Marginal Product) (2 points)
Suppose the production function for a local hops grower is as follows:
Number of units of labor | Bushels of Hops produced |
1 | 20 |
2 | 92 |
3 | 200 |
4 | 320 |
5 | 400 |
6 | 440 |
7 | 440 |
8 | 400 |
- What is the average product of labor when four units of labor is used? (Remember: AP = TP/L)
(0.6 points)(-Answer:
(b) What is the marginal product of the sixth unit of labor? (Remember: MP =TP/L)(0.6 points)(-
Answer:
(c) After how many units of labor do diminishing marginal returns set in?(0.6 points)(-
Answer:
- At what level of output (not units of labor)does average product equal marginal product?(0.6 points)
(-
Answer:
- When marginal product is negative, what happens to total product?(0.3 points)(-
Answer:
When marginal product is positive and falling, what happens to total product?(0.3 points) (-
Answer:
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