Which one of these is false when compared to the relationship between marginal and average product?
A) When average product is increasing in labor, marginal product is greater than average product. That is, if APL increases in L, then MPL > APL.
B) When average product is decreasing in labor, marginal product is less than average product. That is, if APL decreases in L, then MPL < APL.
C) The relationship between MPL and APL is not the same as the relationship between the marginal of anything and the average of anything.
D) When average product neither increases nor decreases in labor because we are at a point at which APL is at a maximum, then marginal product is equal to average product.
Correct Answer:
Verified
Q2: Q5: The marginal productivity of the third worker Q6: Suppose a production function has only one Q9: Q10: Average productivity is maximized with the _ Q12: For a simple graph of a production Q14: If marginal product is greater than average Q17: When labor is the only input to Q19: The labor requirements function is derived from: Q20: Technically inefficient points are:
A)the
A)points in the production
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