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Question 3 Not yet answered Marked out of 10.00 P Flag question A manufacturer produces two different models - X and Y of the same product. Model X makes a contribution of Rs 50 per unit and model Y, Rs 30 per unit, towards total profit. Raw materials r1 and r2 are required for production. At least 18 kg of 11 and 12 kg of r2 must be used daily. Also at most 34 hours of labour are to be utilized. A quantity of 2 kg of r1 is needed for model X and 1 kg of r1 for model Y. For each of X and Y. 1 kg of r2 is required. It takes 3 hours to manufacture model X and 2 hours to manufacture model Y. How many units of each model should be produced in order to maximize the profit? Rubric: 10 Pts 3 Pts for finding the LPP 2 points for finding the values of variables, 2 points for drawing graph 2 marks for finding feasible region 1 marks for finding optimal value ) a. The maximum value of Z = 1000 occurs at the point C (10,2) O b. The maximum value of Z = 560 occurs at the point C (10,2) Oc The minimum value of Z = 560 occurs at the point c (10,2)