(Part SA) The value of the objective function at the optimal solution to this problem is [i]. 

The impact of changes in RHS values of constraints is typically measured by the:

The objective function of an assignment problem may be either maximization or minimization.

[Part3] The constraint for cashews

Every node in a network flow problem has a decision variable associated with it.

The Sensitivity Report has two parts: one part deals with objective function coefficient changes, and the other part deals with constraint coefficient changes.

[Part 3] A snack company packages and sells three different 1-pound canned party mixes: Plain Nuts, Mixed Nuts, and Premium Mix. Plain Nuts sells for $2.25 per can, Mixed Nuts sells of $3.37, and Premium Nuts sells for $6.49 per can. A can of Plain Nuts contains 0.8-pound peanuts and 0.2-pound cashews. A can of Mixed Nuts consists of 0.5 pound peanuts, 0.3 pound cashews, 0.1 pound almonds, and 0.1 pound walnuts. A can of Premium Nuts is made up of 0.3-pound cashews, 0.3-pound almonds, and 0.4-pound walnuts. The company has on hand 600 pounds of peanuts, 300 pounds of cashews, 100 pounds of almonds, and 80 pounds of walnuts.  Use the following notations X1: the number of plain nuts X2: the number of mix nuts X3: the number of premium nuts. 

[Part1] Which of the following variables is considered random?

(Part Assignment) Complete the cells B6:D6, which are related to the net flow equation. Use the relative cell reference (No $). No space in the formula.  B C D 6 =[B6] =[C6] =[D6]

[Part2] In Table 1, which cell(s) are the Changing Cells as designated by “Solver”?