01. Which of the choices below constitutes a simultaneous solution to these equations? (2 pts.) (1) 4X+3Y 12 and (2) 2X+4Y 8? _ 02. What combination of X and Y will yield the optimum for this problem? (3 pts.) subject to: (1) 3X+4Y12 and (2) 2X+5Y 10. Maximize Z = $10X + $50Y 03. What combination of X and Y will provide a minimum for this problem? (3pts.) Minimize ZX+5Y subject to: (1) 4X+3Y12 and (2) 2X+5Y 10 04. For the constraints given below, which of the following coordinates of a point is in (within) the feasible solution space of this maximization problem? (4 pts.) (1) X1 + X2 5, a. X1 2.0, X2=3.0 (2) 2X1+2X24, b. X1=3.0, X2=5.0 (3) 3X1 2X2 6 c. X1 4.0, X2=1.0 (4) X2 2 d. X1=2.0, X2=1.0 e. None of the above 05. What combination of X and Y will yield the optimum for the is L.P. problem (4pts)? Maximize Z = 2X + Y subject to: (1) X + Y3; (2) X 2Y 2; and (3) X2 _ 06. Consider the graphic L.P. problem below: Max(Z) = $40X + $10Y subject to: (1) X+2Y4 and (2) $5X+2Y 10 What is the possible maximum profit from this linear programming problem? (4 pts.)