Question: Please solve questions 8 and 9. 8. The objective function for a linear programming problem is Z=3x1+2x2x3. What is the correct way to arrange this

Please solve questions 8 and 9.

8. The objective function for a linear programming problem is Z=3x1+2x2x3. What is the correct way to arrange this equation in order to enter it into a traditional simplex tableau? (4 Points) 9. A linear programming problem (LPP) has been formulated as follows: Max: p=3x+2y+z x.t.2x+3y+5z302x+y+z=18x,y,z0yz0 Using slack, surplus and/or artificial variables convert the formulation (including the objective function, constraints and imposed signs of the variables) into canonical (equation) form for the initial simplex tableau. (10 Points)

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