Consider a perfectly competitive labor market where firms compete over wages and risk of injury. There are two types of workers with different risk preferences: Worker A's utility is UA = w√r O

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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Question 24
Consider a perfectly competitive labor market where firms
compete over wages and risk of injury. There are two types
of workers with different risk preferences:
Worker A's utility is UA = w - √
• Worker B's utility is UB = w - √
O
There are firms that can offer any level of risk between 0 and
50. Firms offer wages according to:
w=12+0.5r
If X 6.5, what is the compensating wage differential
between Worker B's equilibrium wage and Worker A's
equilibrium wage? (I.e. find 0AB = ww*)
Round your answer to the nearest hundredth.
Transcribed Image Text:Question 24 Consider a perfectly competitive labor market where firms compete over wages and risk of injury. There are two types of workers with different risk preferences: Worker A's utility is UA = w - √ • Worker B's utility is UB = w - √ O There are firms that can offer any level of risk between 0 and 50. Firms offer wages according to: w=12+0.5r If X 6.5, what is the compensating wage differential between Worker B's equilibrium wage and Worker A's equilibrium wage? (I.e. find 0AB = ww*) Round your answer to the nearest hundredth.
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