1. A consumer's preferences are represented by the utility function u(:c1,a:2) = $1132. Suppose p2 = 1 throughout. Let her original optimal choice be the bundle ($1,132) = (1,1). (a) Can you write the equation for her standard demand curve for good 1 (implied by the income she has in that original choice)? (b) Can you write the equation for her compensated demand curve for good 1 (xing the utility level she obtained at that original optimal choice)? (0) Can you comment on your ndings in connection with the total effect, substitution effect, and income effect? ((1) Can you conrm this using the Slutsky equation, evaluated at that point