The following primal LPP has a solution x' = (o, 4, 4/5, 0) %3D Max. z...

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The following primal LPP has a solution x' = (o, 4, 4/5, 0) %3D Max. z = X1 + 2x2 +X3 + X4 2x, +x,+3x3 +X4 S 8 2x, +3x2+ 4x4 s 12 s. t. 3x, +X,+2×3 S 18 X; 20, j = 1, 2, 3, 4 then the solution of the dual problem is a. Infinitely many solutions O b. w = (0, 0, 11/5) O c. w = (0, 11/15, 0) O d. w = (11/15, 0, 0) The following primal LPP has a solution x' = (o, 4, 4/5, 0) %3D Max. z = X1 + 2x2 +X3 + X4 2x, +x,+3x3 +X4 S 8 2x, +3x2+ 4x4 s 12 s. t. 3x, +X,+2×3 S 18 X; 20, j = 1, 2, 3, 4 then the solution of the dual problem is a. Infinitely many solutions O b. w = (0, 0, 11/5) O c. w = (0, 11/15, 0) O d. w = (11/15, 0, 0)