What are each player's optimal strategy and the value (v) of the two-person zero-sum game in the following table? Assume that xi and xq are used for the optimal strategy of the row player and y, and y2 are used for the optimal strategy of the column player. (25 pts.) 1 lo -2 Select one: O a. v= 1/2, x1 = 1/2, x2 = 1/2, Y1 = 3/4, y2 = 1/4 O b. v = 3/2, x, = 1/2, X2 = 1/2, y = 3/4, Y2 = 1/4 O c. v=-1/2, X= 1/2, X2 = 1/2.71 = 3/4, y2 = 1/4 O d. v=-3/2, x1 = 1/2, x2 = 1/2, y1 = 3/4, y2 = 1/4 O e.v= 1/2, x1 = 3/4, X2 = 1/4, y1 = 1/2, y2 =1/2 Of. v= 3/2, x1 = 3/4, X2 = 1/4, y1 = 1/2, y2 =1/2 O g. v=-1/2, x1 = 3/4, X2 = 1/4, y1 = 1/2, y2 =1/2 O h. v=-3/2, X2 = 3/4, X2 = 1/4, y1 = 1/2, y2 =1/2