Figure 1: 3 Number to Make OBJ. FN. VALUE Unit profit $4 S3 Used Available 40 12

ID: 357755 • Letter: F

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Figure 1: 3 Number to Make OBJ. FN. VALUE Unit profit $4 S3 Used Available 40 120 15 Constraints 12 10 0 10 Figure 1 demonstrates an Excel spreadsheet that is used to model the following linear programming problem: Max: 4X1+3X2 Subject to 12 X1 10 X2s x)2 15 X1, X220 120 Note: Cells B3 and C3 are the designated cells for the optimal values of X1 and X2, respectively, while cell E4 is the designated cell for the objective function value. Cells D8:D10 designate the left-hand side of the constraints.

Explanation / Answer

According to the image that is provided, the changing cells are B3:C3. These cells are the variable cells which can take different values for X1 and X2. These values will be subjected to the constraints and the combination of values that provide the maximum value to the optimal function while staying within the constraints will be the final answer.

Hence option b is the correct answer.

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Figure 1: 1) For the charge distribution provided, indicate the region (A to E)

Figure 1: 3 Number to Make OBJ. FN. VALUE Unit profit $4 S3 Used Available 40 12

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Figure 1: 3 Number to Make OBJ. FN. VALUE Unit profit $4 S3 Used Available 40 12

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