MATH 444 Midterm: MATH 444 NIU Exam 2Fa97S
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444: (a) the only part of the tableau that changes is the c c. 0 so the increase allowed is at most 10. (b) The decrease: replace the function with px. 4 y as before except the first constraint, which becomes. 1 p is still feasible as long as p . The profit / item must increase by more than 2 units. = = so x x v. 5 (c) there is slack in the second constraint. 5 proportion to the third line in relation to the value line v = . 5: adjust the payoff matrix by adding 2 to each entry. 2 x (a) the primal problem is max x y when y. , 1 v = so it follows that. 2 = so a fair game is given by. 5 (c) the value before adjustment is given by 14.
