SOLVED:Suppose that the indirect utility function takes the form v(p, y)= f(p) y . What is the form of the expenditure function? What is the form of the indirect compensation function, μ(p ; q, y) in terms of the function f(·) and y ?

SOLVED:Assess your utility function in two different ways. a Use the certainty-equivalent approach to assess your utility function for wealth over a range of 100 to 20,000. b Use the probability-equivalent approach to assess U( 1500), U( 5600), U( 9050), and U( 13,700). Are these assessments consistent with the assessments made in part a? Plot these assessments and those from part a on the same graph and compare them.