Suppose a prod Is given by z=(1+3x)e' , where t is the labor hours per worker, and y is the capital expenditure (in hundreds of thousands of dollars). When the labor hours per worker are 30, and the capital expenditure is 2 (hundreds of thousands of dollars), (a) Find the find marginal productivity of x when x = 30 and y = 2 (b) Explain what the value in part (a) represents.

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter3: Linear And Nonlinear Functions
Section: Chapter Questions
Problem 26MCQ
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Reuploading the Question, Last time is was rejected because there was no t mentioned, but that's how the question is given to me

Suppose
a prod
Is given by
z=(1+3x)e' , where t is the labor hours per worker, and y is the capital expenditure (in
hundreds of thousands of dollars). When the labor hours per worker are 30, and the capital
expenditure is 2 (hundreds of thousands of dollars),
(a) Find the find marginal productivity of x when x = 30 and y = 2
(b) Explain what the value in part (a) represents.
Transcribed Image Text:Suppose a prod Is given by z=(1+3x)e' , where t is the labor hours per worker, and y is the capital expenditure (in hundreds of thousands of dollars). When the labor hours per worker are 30, and the capital expenditure is 2 (hundreds of thousands of dollars), (a) Find the find marginal productivity of x when x = 30 and y = 2 (b) Explain what the value in part (a) represents.
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