Assume that Moe has utility over x1 and x2 given by u(x1, x2) = 2x1 + x2.

He has income m and the price of good 2 is normalized to one. Throughout

this problem, you may assume that p1 and m are such that an interior

amount of x1 and x2 is chosen.

(a) Solve for the optimal x1 and x2 as a function of p1 and m.

(b) Solve for Moe's indirect utility (his maximized utility as a function of p1

and m).