Question: 5. (Waner p 302 #1) Given the LP problem: Maximize p= 2x + y subject to: Constraint 1: x + 2y = 0 The final

5. (Waner p 302 #1) Given the LP problem: Maximize p= 2x + y subject to: Constraint 1: x + 2y = 0 The final simplex tableau is as follows: Basicpxysl s2 s3 rhs sl0011 0-12 $ 20020118 X 0110 0 1 4 1010 0 2 8 0 Answer the following questions: a) The optimal objective function value is ; the value of x is ; the value of y is b) Of the three constraints, which are binding (Constraint 1, Constraint 2, Constraint 3)? c) The shadow price of the first constraint is d) The shadow price of the second constraint is e) The shadow price of the third constraint is f) Find the new value of the objective function when b3 is changed from 4 to 6. g) The range of values of 4 (63) such that the values of x,y remain optimal is

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