LINEAR PROGRAMMING PROBLEM 2 (70 points) Use GRAPH PAPER AND COLORS to graph the following: Fully solve: a. Graph and identify: feasible area and the critical points (CP). b. Show algebraically (by elimination) how to find non-intercept CP. c. Compute the possible profits at each critical point. d. Find the maximum profit. e. Answer the question using a full sentence explaining the solution in context. It takes one day to trim an acre of apples and two days to trim an acre of beets, and there are 240 days per year available for trimming. It takes 3 days to pick apples and I day to pick beets, and there are 300 days per year available for picking. Find the number of acres of each crop that should be planted to maximize profit, assuming that the profit is $150 per acre for apples and $200 per acre for beets when there are 150 acres of land available to grow apples and beets