2. Mr. Odde Ball enjoys commodities x and y according to the utility function U (x, y) = Vac2+ 32 (i). Maximize Mr. Ball's utility
2. Mr. Odde Ball enjoys commodities x and y according to the utility function U (x, y) = Vac2+ 32 (i). Maximize Mr. Ball's utility if Px = $3, Py= $4, and he has $50 to spend. (ii). Graph Mr. Ball's indifference curve and its point of tangency with his budget constraint. What does the graph say about Mr. Ball's behavior? What is the optimal bundle that maximizes Mr. Ball's utility
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