Use the following problem statement to answer questions 1-6. A manager wants to solve the linear programming model below using the graphical solution method. The graph of the model is shown in the figure. Round to two decimal places. \begin{tabular}{|lr|} \multicolumn{2}{l}{ Max Z=2X1+3X2} \\ 1:X1+X280 & Resource 1 \\ C2:X1+X210 & Resource 2 \\ C3:X1+3X2120 & Resource 3 \\ C4:X1,X20 & \\ & \\ \end{tabular} Which line in the figure is represented by the constraint X1+X280? AH Al Which of the following resources will be completely used at the optimal solution? Resource 2 Resource 3 Question 3 What is the optimal solution for the model? (0,50) Which line in the figure is represented by the constraint X1+3X2120 ? AH BI DE Question 5 Which line in the figure is represented by the constraint X1+X210 ? AH DG DE Which of the following is a correct extreme point on the boundary of the feasible area? (0,100)(32,60)(60,20)