# Economics

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Economics Production Schedule
The owner of a car wash is trying to decide on the number of people to employ based on the following short-run production function: Q = 6L - 0.5L2, with the corresponding marginal product of labor equation, MPL = 6 - L.

a. Generate a schedule showing total product, average product of labor, and marginal product of labor using a range of labor inputs 0 to 6.
b. Plot the production function and the APL and MPL on two graphs.
c. Suppose the price of a basic car wash is \$5. How many people should be hired if each worker is paid \$6 per hour?

d. If the owner can hire students on a part-time basis for \$4 per hour, should he hire assuming he/she keeps the other workers and continues to pay them \$5 per hour?

• Economics -

Take a shot, what do you think.
Hint: the value of the marginal product (VMP) is MPL*P where, in this example, P is the price of a car wash. Maximize by setting VMP = wage rate.

• Economics -

I want answer to this question pl.

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