Victor Finick likes to have the same amount of x as he has of y. The utility function of it is U(x, y) = min {2x− y, 2y− x}.

to. Draw Victor's indifference curve that passes through the basket (0, 0) and the indifference curve that passes through (4, 4). (Hint: Each indifference curve is the intersection of two line segments.)

b. If Victor has a bundle that he likes more than (0, 0) and his consumption of both goods doubles, is Victor better off?

C. Does Victor always prefer more of either good to less?