Draw each consumer's problem and indicate optimal values.
(c) Suppose m = 100, P1 = 1, P2 = 2. What are the optimal choices for these consumers?
(b) Derive the Engel curve for all consumers.
Derive the demand functions for goods for all consumers.
Ucx1x = x^2
UBx1,x = 2x1 + 3x2
Ux1,x = min{2x1, 3x2}
Question 1: Suppose we have three consumers A, B, and C with the following utility functions.