Question: A typical consumer has the following utility function U=X^2Y^3 and faces the following constraint income =$200, PX=$2, PY=$6. (a) What combination of goods X and

A typical consumer has the following utility function U=X^2Y^3 and faces the following constraint income =$200, PX=$2, PY=$6. (a) What combination of goods X and Y maximizes the consumer total utility? (b) What happens to total utility if income doubles? (c) What happens to total utility if PX increases to $4

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