Can someoe helo me with these practice questions

1. Suppose Good 1 is a quality of food and Good 2 is a distance from home to restaurants (miles). A nice long trip to restaurants cannot substitute (compensate) a low quality of good, and even more, you think that both the quality of food and a trip to restaurants are equally important and complement each other. Low quality food with a nice long trip still results in a low utility and vice versa. Then, good 1 and good 2 are perfect complements: u(x1, X2) = min (x1, *2) a. Draw an indifference curve map for this utility function. (Put x, on the horizontal axis and x2 on the vertical axis.) b. If your budget constraint is given by: x, + 2x2 = 10. Then, draw the budget constraint and pick the optimal consumption bundle on the diagram in part a. Please label your sketch and show all relevant details