please check answer and answer last question please.

Question 3 -- (50 Points) The Raincoat Production Manager has challenged YOU to determine BOTH a minimization (MIN COST = 1,200x + 900x2) and a maximization (MAX PROFIT = 52 x1 +30 X2) while using the same set of limitations. X1 represents the Large Fancy" raincoat (our highest quality coat) and let X2 represent "The Yellow raincoat (our best seller). S.t. 40 x1 + 40 x2 > 1,000 (Machine Time) i 40 x, +40 x2 300 (Inventory Space) ili nii xi > 0 xi does not have to equal an Integer (Partial coats can be counted as work in progress) STEP 5: Solve this problem "graphically". You must submit the solution ith your exam. The Fancy The "Yellow" - Inseri PSC Delete End Poup Pgon 70x2=2.400 40X, -600x41202300 400) 5o large x = fancy raincat X2 = yellow raincoat Question Three - Answer Sheet Continued Minimization Solution: Please type your answer below. Min = 32.9 X + 900 X2 Optimal Solution and Optimal Value: The optimal solution - 25 = 22.SODE MIN is 0.0) and 45)=1200 +07-25 250 - 1200. As +908. 195. 57,375 Sensitivity Analysis: Te is the fancy raincoat is 11.25 and is the Yelbu raincat is 48.75 A (49) the cost of $2,047 optimal value 22.500 K 30245 oblat.) -30 Special Cases: Maximization Solution: Please type your answer below. Max pabtit: S2x + 30 x 2 Optimal Solution and Optimal Value: (0,0) = 3940 = 1800 (6.25)= 30.25-750 19:52.+30 The optimal solution is (as las and optimal value is 2,047.5 4805 - 26 475 Sensitivity Analysis: POSE Delete Sich Question Three - Answer Sheet Continued As the new "Assistant Production Manager", you must provide an opinion as to rather the minimum or maximum solution is best. Make TWO decision pertaining to the raincoat manufacturing issues at "Vinyl R Us". Justify your decision with a brief explanation as to why. I am looking for a paragraph that contains at least "five GOOD sentences". Please type your answer below