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Utility function: u(x,y)= (x^1/3)(y^2/3) a) Assume px=2,py=4, I=36 Find the optimal bundle b) Let (px,py,I) remain random, find the indirect utility function v(px,py,I) C py

Utility function: u(x,y)= (x^1/3)(y^2/3)

a) Assume px=2,py=4, I=36 Find the optimal bundle

b) Let (px,py,I) remain random, find the indirect utility function v(px,py,I)

C py becomes=6 whilst x is the same (px=2). What is the least amount of income needed to reach the same level of utility as the prices of part (a)

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