If each extra worker produces four additional units of output, how do the total product of labor, average product of labor, and marginal product of labor vary with labor? The total product of labor is A. qequals0. B. qequals4L. C. qequals4/L. D. qequals4. E. none of the above. The average product of labor is A. qequals0. B. q/Lequals4. C. qLequals4L. D. q/Lequals4/L. E. none of the above. The marginal product of labor is A. dq/dLequals0. B. qequals4L. C. qequals4/L. D. dq/dLequals4. E. none of the above.

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Cutiepatutie Cutiepatutie · Answer 1 · 2020-02-26T16:53:10+01:00

So the thing here is that n workers produce n units of output, and so the total product of labor equals the number of workers: q = L

[tex]MP_{L}[/tex] will differ by labor because the extra workers creates one more units of output, [tex]MP_{L}[/tex]= ∆q/∆L= 1

[tex]AP_{L}[/tex] will differ by how much labour was put into it:divide both sides of the production function, [tex]AP_{L}[/tex]= q/L= 1

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Hope this helps, now you know the answer and how to do it. HAVE A BLESSED AND WONDERFUL DAY! As well as a great rest of Black History Month! :-)

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