1) Explain the following:
i. UTILITY
ii. UTILITY FUNCTION
iii. LAW OF DIMINISHING MARGINAL UTILITY.
iv. Given a consumer has a money budget M = 360 and utility function U(X, Y)=X^(3/4)Y^(1/4). If she consumes two goods x and y with prices given by Px=10 and Py=30. Find the QUANTITIES of X and Y that MAXIMIZE her utility.
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