Alpha is already given
A.
B.
C. Profit (alpha) = $ 330 - 180 = $ 150
Beta
A.
D.
E. Profit(beta) = $ 330 - 300 = $ 30
Gamma: 25 workers and wage $6
F.
G.
H. Profit (gamma) = $ 275 - 150 = $ 125
I. Expected response of the profit maximizing firm to the new law.
The firm will layoff 5 workers and continue to pay $6 per worker to the remaining 25 workers.
J. Expected change in unemployment
5 workers will become unemployed.
K. Do workers gain from the new law?
In case of Beta they gain.
In case of Gamma no.
L. Do firms gain from the new law?
In case of Beta - No
In case of Gamma- No (Since it is less than alpha).
Case 2.
Present scenario
TR = $16*100 = $ 1600
TC = $6*100 = $ 600
Profit = 1600 - 600 = $ 1000
When new law is imposed
TR' = $ 16*100 = $ 1600
TC' = $ 10*100 = $ 1000
New Profit = $ 600
When they layoff 75 workers and continue to pay $6 to remaining 25 workers
TR" = $16*25 = $ 400
TC" = $ 6*25 = $ 150
PROFIT" = $ 250
Now when the firm moves to town ZZ
A. Difference in Labour cost = ($10-6)*100 = $ 400
B. Difference in net profit
Profit before moving out of town = $ 600
Profit after moving out of town = $ 1000
Difference in profit = $ 1000 - 600 = $ 400
C. Week = 40 hours
1 hour profit (before) = $ 600
Weekly profit (before) = 40*600 = $ 24,000
1 hour profit (after) = $ 1000
Weekly profit(after) = 40*1000 = $ 40,000
Difference in weekly profit = $ 16,000
D. Payback period
Number of weeks to recoup = 15.625 weeks
E. Due to new rule. The firms will move out of the town in order to earn a higher profit. If the firms continue to be in the same town then they won't layoff workers but their net profit will decline.
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