d. In the short-run, Prunella cannot vary the amount of land she uses. Plot the output as a function of labor only for the fixed level of land of T=1. e. Find the marginal product of labor from L=4 and show it on the graph. Is the marginal product of labor diminishing, constant or increasing in labor? f. Suppose wages are constant and equal w, fixed costs are zero. Find the short-run profit maximizing level of labor for T=1.
d. In the short-run, Prunella cannot vary the amount of land she uses. Plot the output as a function of labor only for the fixed level of land of T=1. e. Find the marginal product of labor from L=4 and show it on the graph. Is the marginal product of labor diminishing, constant or increasing in labor? f. Suppose wages are constant and equal w, fixed costs are zero. Find the short-run profit maximizing level of labor for T=1.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
Related questions
Question
Please see the attached photo, and
Only solve part d, e, and f

Transcribed Image Text:Prunella raises peaches. She uses L units of labor, and T units of land to produce peaches. Her
production function is f(L, T)= L1/2+1/2
a. Write the equation and plot the isoquant for the output quantity 4.
b. What is the returns to scale of this production function?
C.
Find the marginal products of labor and land. What is the rate of technical substitution
between land and labor?
d. In the short-run, Prunella cannot vary the amount of land she uses. Plot the output as a
function of labor only for the fixed level of land of T=1.
e.
Find the marginal product of labor from L=4 and show it on the graph. Is the marginal
product of labor diminishing, constant or increasing in labor?
f. Suppose wages are constant and equal w, fixed costs are zero. Find the short-run profit
maximizing level of labor for T=1.
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