Question: - MUST WRITE SEPARATE LINEAR PROGRAMMING MODELS FOR MIN Z= TIME & MIN Z= COST. - DO NOT USE THE HUNGARIAN ALGORITHM. DO NOT WRITE

- MUST WRITE SEPARATE LINEAR PROGRAMMING MODELS

- MUST WRITE SEPARATE LINEAR PROGRAMMING MODELS FOR MIN Z= TIME & MIN Z= COST.

- DO NOT USE THE HUNGARIAN ALGORITHM. DO NOT WRITE LPs WITH SUMMATION NOTATION.

- DEFINE ALL VARIABLES & LIST ALL CONSTRAINTS.

- BUILD EXCEL MODEL FOR BOTH TIME AND COST MODELS.

4. WeeMow Lawn Service Case Problem The WeeMow manager wants to develop a schedule of team assignments to the jobs for this day. Formulate and solve a linear programming model to determine the assignments of teams to jobs that will minimize total job time for the day, given a daily budget of $1,000. Indicate how many minutes each crew will work during the day. Next, reformulate and solve this model if cost minimization is the objective. Of these two models, which one do you think the manger should select and why

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