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Please explain how to solve all the parts in details Suppose U(x, y) = min(x, 4y). (a) Find the Marshallian demands. (b) Find the indirect

Please explain how to solve all the parts in details

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Suppose U(x, y) = min(x, 4y). (a) Find the Marshallian demands. (b) Find the indirect utility function. (c) Without solving the expenditure-minimization problem, find the expenditure function. (d) Without solving the expenditure-minimization problem, find the Hicksian demands. (e) What is the rate of change in the quantity of X demanded as py changes? (I.e., compute agx apy

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