Consider the following linear programming problem: Maximize:Subjectto:5X+6Y4X+2Y4201X+2Y120allvariablese0 Which of the following points (X,Y) is not a feasible corner point? (100,10) (105,0) (0,60) (120,0) Consider the following linear programming problem: MaximizeSubjectto:5X+6Y4X+2Y4201X+2Y120allvariablese0 What are the coordinates of the point of intersection between constraint 4X+2Y420 and constraint 1X+2Y120 ? None of the answers provided is correct X=10andY=100X=100andY=10 x-intercept =(100,0) and y-intercept =(0,10) Consider the following linear programming problem: \begin{tabular}{ll} Maximize & 5X+6Y \\ Subject to: & 4X+2Y420 \\ & 1X+2Y120 \\ & all variablese 0 \end{tabular} What are the x-intercept and y-intercept of constraint 1X+2Y120 ? x-intercept=(120,0)andy-intercept=(0,60)x-intercept=(60,120)andy-intercept=(120,60)x-intercept=(105,0)andy-intercept=(0,210) None of the answers provided is correct The mathematical theory behind linear programming states that an optimal solution to any problem will lie at a(n) of the feasible region. interior point or extreme point corner point or extreme point interior point or center maximum point or minimum point Consider the following linear programming problem: \begin{tabular}{ll} Maximize & 5X+6Y \\ Subject to: & 4X+2Y420 \\ & 1X+2Y120 \\ & all variablese 0 \end{tabular} What is the maximum value of the objective function? 600 560 None of the answers provided is correct 650 Consider the following linear programming problem: MaximizeSubjectto:4X+10X3X+4Y4804X+2Y360allvariable0 The feasible corner points are (48,84),(0,120),(0,0),(90,0). What is the maximum possible value for the objective function? 1032 1200 1600 360