Question 1. Suppose that your diet consists of a selection of the following items from a well-known fast food restaurant (we give each food a nickname to assist in referring to it): You are interested in providing your diet with appropriate amounts of the following seven "nutrients": Using the internet you have found how much of each nutrient is in one serving of each food, and the total of each nutrient that you require. You also found the price per serving of each food. The relevant costs, requirements, and nutritional values are: the thans-pronding a dav's nutritional requirements. Write the problem in the form min or x, ubject to Ax0. (b) Give an upper limit on the number of corner points for this problem. (Don't just guess a number, give an estimate based on the row and column dimensions of the constraint matrix.)