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People like to earn money, but they don't like to work outdoors in the summer, due to the high heat. Suppose that the utility function is \(U(w,x)=w^{1/2}-0.5h\) , where w is the wage and h is a measure of the number of very hot days.

a. What is the marginal utility of the measure of very hot days, h?

b. Suppose that Sacramento has h=3 and San Francisco has h=1. If people can earn w=10 in San Francisco, then how much must someone earn in Sacramento in order to consider working in Sacramento, all else the same?

Econometrics, Economics

  • Category:- Econometrics
  • Reference No.:- M9495419

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