Click to see additional instructions Graph values can be estimated to the nearest 5 units when necessary. A, The equation (in fully simplified form) for the labour supply curve of this firm is L-a+bw where a= and b= .Assuming perfect competition in the product market, the equation for the firm's value marginal product of labour is MRPL= c + dL where c= and d= The equation for the firm's marginal cost of labour is MCL=e+fL where e= and f= If the firm's marginal product of labour is 10 - 0.1L and the product market is perfectly competitive, then the product price must be $ B. This monopsonist will hire LM= labour units and pay workers the wage WM=$ This will give the firm total profit $ The firm's surplus area is equal to $ and the workers' surplus area is equal to $ This monopsonist creates vacancies. C. If the union were to impose a wage of $ the firm will not employ any workers. For what range of wages will wage-raising increase the employment level? Decrease the employment level? For what range of wages will wage-raising lead to higher employment levels than the monopsony outcome? Which wages would be worse for workers than accepting the monopsony outcome?

College Algebra (MindTap Course List)
12th Edition
ISBN:9781305652231
Author:R. David Gustafson, Jeff Hughes
Publisher:R. David Gustafson, Jeff Hughes
Chapter8: Sequences, Series, And Probability
Section8.CR: Chapter Review
Problem 26E
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Question
A4
110 T
W
MCL
100
90
80
70
60
Ls
50
40
30
20
MRPL
10
10
20
30
40
50
60
70
80
90
100
110
L
Transcribed Image Text:110 T W MCL 100 90 80 70 60 Ls 50 40 30 20 MRPL 10 10 20 30 40 50 60 70 80 90 100 110 L
Click to see additional instructions
Graph values can be estimated to the nearest 5 units when necessary.
A, The equation (in fully simplified form) for the labour supply curve of this firm is L=a+bw where a=
and b=
Assuming perfect competition in the product market, the equation for the firm's value marginal product of labour is
MRPL= c + dL where c=
and d=
The equation for the firm's marginal cost of labour is MCL=e+fL
where e=
and f=
If the firm's marginal product of labour is 10 - 0.1L and the product market is
perfectly competitive, then the product price must be $
B. This monopsonist will hire LM=
labour units and pay workers the wage WM=$
This will give
the firm total profit $
The firm's surplus area is equal to $
and the workers' surplus area is
equal to $
This monopsonist creates
vacancies.
C. If the union were to impose a wage of $
the firm will not employ any workers. For what range of wages will wage-raising
increase the employment level? Decrease the employment level? For what range of wages will wage-raising lead to higher employment levels than the
monopsony outcome? Which wages would be worse for workers than accepting the monopsony outcome?
Transcribed Image Text:Click to see additional instructions Graph values can be estimated to the nearest 5 units when necessary. A, The equation (in fully simplified form) for the labour supply curve of this firm is L=a+bw where a= and b= Assuming perfect competition in the product market, the equation for the firm's value marginal product of labour is MRPL= c + dL where c= and d= The equation for the firm's marginal cost of labour is MCL=e+fL where e= and f= If the firm's marginal product of labour is 10 - 0.1L and the product market is perfectly competitive, then the product price must be $ B. This monopsonist will hire LM= labour units and pay workers the wage WM=$ This will give the firm total profit $ The firm's surplus area is equal to $ and the workers' surplus area is equal to $ This monopsonist creates vacancies. C. If the union were to impose a wage of $ the firm will not employ any workers. For what range of wages will wage-raising increase the employment level? Decrease the employment level? For what range of wages will wage-raising lead to higher employment levels than the monopsony outcome? Which wages would be worse for workers than accepting the monopsony outcome?
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