A firm's short run revenue function is given by R = 8e – ¾ e^2 , and its profit function is given by N = R – w, where "e" is the level of effort provided by a worker and "w" is the wage rate of the worker. Suppose that the worker's problem is to choose the level of e to maximize his benefit function B = 2w – 1.5e.

Microeconomic Theory
12th Edition
ISBN:9781337517942
Author:NICHOLSON
Publisher:NICHOLSON
Chapter11: Profit Maximization
Section: Chapter Questions
Problem 11.9P
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A firm's short run revenue function is given by
R = 8e – 4 e^2, and its profit function is given
by N = R – w, where "e" is the level of effort
provided by a worker and "w" is the wage rate
of the worker. Suppose that the worker's
problem is to choose the level of e to
maximize his benefit function B = 2w – 1.5e.
Compute the levels of effort and profit for the
following wage arrangement:
a) W = 0.4 R;
b) W = R – 10;
c) Why these different schemes generate
different outcomes?
Transcribed Image Text:A firm's short run revenue function is given by R = 8e – 4 e^2, and its profit function is given by N = R – w, where "e" is the level of effort provided by a worker and "w" is the wage rate of the worker. Suppose that the worker's problem is to choose the level of e to maximize his benefit function B = 2w – 1.5e. Compute the levels of effort and profit for the following wage arrangement: a) W = 0.4 R; b) W = R – 10; c) Why these different schemes generate different outcomes?
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