The computer output given below is for Problem 7-31. Use this to answer the following questions. 281 (a) How much could the profit on X increase or de-crease without changing the values of X and Y in the optimal solution? (b) If the right-hand side of constraint 1 were in-creased by 1 unit, how much would the profit increase? (c) If the right-hand side of constraint 1 were in-creased by 10 units, how much would the profit increase?

puter output given below is for Problem (instead of 10), and resolve the prob e this to answer the following questions. much did the profit increase as a resul In Linear Programming Results " Problem 33 Solution X Y RHS Dual Maximize 5 const 1 2 120 0.75 const 2 3 240 1.75 Solution-3 30 60 510 O Ranging Problem 33 Solution Variable Value Reduced Cost Original Val Lower Bound Upper Bound 30 5 12 Y 60 0 6 25 75 Constraint Dual Value Slack Surplus Onginal Val Lower Bound Upper Bound const 1 10 75 0 120 240 const 2 1.75 240 120 360 Aa O G