Consider a representative consumer with the utility function
?(?, ?) = ?? + ? and the budget constraint ??? + ??? ≤ ?.
Assume throughout that all prices and quantities are positive
and infinitely divisible.
1.a.Derive the consumer’s indirect utility function ?(∙).
b.Then, derive the consumer’s expenditure function, e(∙),
directly from ?(∙).
c.Finally, derive the consumer’s Hicksian/compensated demand
functions (denoted ? and ? , respectively) from e(∙). ??
2.Assume initially that ?? = ?? = 1 and ? = 10....