a) At equilibrium,
Ld = Ls
50 - 4w = -20 + 3w
7w = 70
w = 70 / 7 = $10
L = 50 - 4w = 50 - 4(10) = 10
Thus, the equilibrium wage = $10
The equilibrium quantity of labor employed = 10
b) If wages are raised by 20%, the new wage = 10 * 1.20 = $12
At the wage rate of $12,
Ls = -20 + 3w = -20 + 3(12) = 16
Ld = 50 - 4w = 50 - 4(12) = 2
So, the unemployed after wage increase = 16 - 2 = 14
A firm's labour demand and labour supply equations are shown below. Labour demand equation: Ld=50 -...
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Question 36 (1 point) Consider a perfectly competitive labour market, Labour Demand is given by LD - 150 - 5W, and Labour Supply is given by LS-10W, where w is the market wage rate. In order to stimulate employment in this industry, the government offers workers an additional S3 for each unit of labour worked. Find the new market equilibrium take-home wage for workers?
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