What is the optimal solution for the following problem? Maximize P = 3x + 15y subject to 2x + 4y = 12 5x + 2y = 10 and x 0, y 0. O(x, y) = (2,0) O (x, y) = (0,3) (x, y) = (0,0) O(x, y) = (1,5) None of the answer choices are correct. 5 100 1 6 A 350 200 2 2 3 B ) 150 150 3 50 4 7 X3A + X3B 6 represents: an extreme point a linear constraint the region of infeasibility a straight line A cotton farmer has his/her cotton processing plants in three locations across a Georgia. His processed product has to be transported to three central distribution centers, which in turn disperse the goods to fourteen stores across the state Which of the following visualization tools could help understand this problem better? A contour plot A network graph A scatter chart A time-series plot