Question: OPERATIONS MANAGEMENT I NEED ASSISTANCE WITH QUESTION 3.3 AND QUESTION 3.4 BECAUSE I HAVE MANAGED TO FIND QUESTION 3.1 AND QUESTION 3.2 ---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- OR EXCEL

OPERATIONS MANAGEMENT

I NEED ASSISTANCE WITH QUESTION 3.3 AND QUESTION 3.4 BECAUSE I HAVE MANAGED TO FIND QUESTION 3.1 AND QUESTION 3.2

OPERATIONS MANAGEMENT I NEED ASSISTANCE WITH

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OPERATIONS MANAGEMENT I NEED ASSISTANCE WITH

OR

EXCEL OUTPUTS

OPERATIONS MANAGEMENT I NEED ASSISTANCE WITH

OPERATIONS MANAGEMENT I NEED ASSISTANCE WITH

OPERATIONS MANAGEMENT I NEED ASSISTANCE WITH

OPERATIONS MANAGEMENT I NEED ASSISTANCE WITH

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THE SOLUTIONS FOR QUESTION 3.1 AND QUESTION 3.2 ARE:

QUESTION 3.1. The basic variables are M1 = 150, SLK 3 = 0, SLK 4 = 0 and SLK 5 = 0 and the non-basic variables are M2 = 0 and M3 = 0.

QUESTION 3.2 The reduced cost of a variable corresponds to the smallest change in the objective function coefficient needed to arrive at a solution in which the variable takes on a positive value when you solve the problem. The reduced cost of M3 corresponds to 1825.

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PLEASE FIND ME QUESTION 3.3 AND QUESTION 3.4 ?

Question 3 Consider the following model in which M1, M2 and M3 represent three products and C1, C2, C3 and C4 represent four conditions to be met in the production of these products: Maximise PROFIT = 1500M1+770M2 + 800M3 subject to 4M1 + 9M2 + 7M3 4M1 + 7M3 6M2 + 8M3 M1 and M1, M2, M3 > 0.

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