Homework: 2.5 HW - Question 4, 2.5.11-PS HW Score: 71.43%, 5 of 7 points Optimization Problems Part 1 of 4 X Points: 0 of 1 Save uestion list K There are $384 available to fence in a rectangular garden. The fencing for the side of the $2 garden facing the road costs $6 per foot, and the fencing for the other three sides costs $2 per foot. The picture on the right depicts this situation. Consider the problem of finding the $2 dimensions of the largest possible garden. y $2 Question 1 X (a) Determine the objective and constraint equations. $6 (b) Express the quantity to be maximized as a function of x. (c) Find the optimal values of x and y. Road Question 2 (a) Let A equal the area of the garden. The objective equation is Question 3 (Type an equation.) X Question 4