Consider the following linear program Min x + 12Y S. IX - 3Y9 2X2Y + 14 60 + 2y = 1 X,Y 20 (6) Use the graphical solution procedure to find the optimal solution. (Graph the constraint ines, the feasible region, the objective function line, and the optimal solution) Graph Layers Mer you add into a graph you can use Graph Layers to viwand propres . WebAssigning for What time don WebAssign Grashing To What is the value of the objective function at the optimal solution? - (6) Assume that the objective function coefficient for changes from 3 to 6. Use the graphical solution procedure to find the new optimal solution (Graph the constraint ines, the feasible region. the objective function line, and the optimal solution) Graph Layers Aher you add anotos to the graph you con par to view and 43 : Websirashing WebAssign Graphing to Does the optimal solution change? The extreme point Select optimal. The value of the objective function becomes (c) Assume that the objective function coefficient for X remains 8, but the objective function coefficient for changes from 12 to 6. Use the graphical solution procedure to find the new optimal solution (Graph the constraint lines, the feasible region, the objective function line, and the optimal solution) Graph Layers After you and an object to the grip you can use Grape Layers to view and edit as properties + > . Web Crashing to Web Graphing To Does the optimal solution change? The extreme point -Select optimal. The value of the objective function becomes (d) The computer solution for the linear program in part (a) provides the following objective coefficient range Information Variable Objective Allowable Allowable Coefficient Increase Decrease X 8.00000 4.00000 4.00000 Y 12.00000 12.00000 4.00000 How would this objective coefficient range Information help you answer parts (b) and (c) prior to resolving the problem? The objective coeficient range for variable is to Since the change in part() is Select the range, we know the optimal solution change. The objective coefficient range for variable Yis to Since the change in part (c) is-Sew this range, we know the optimal solution de range Need Help