Problem $4-19$

models to be shipped during the first month and $200$ men's and $150$ women's models to be shipped during the second month. Additional data are shown:

the inventory levels at the end of the month. The company would like to have at least $25$ units of each model in inventory at the end of the two months.

Production schedule:

The optimal solution is to produce

of the men's model in month $1,$

of the men's model in month $2,$

units of the women's model in month $1,$ ans

of the women's model in month $2.$

Total cost $=$$

b$.$ If the company changed the constraints so that monthly labor increases and decreases could not exceed $50$ hours, what would happen to the production schedule? if required, round your answers to the nearest whole number

Production schedule:

The optimal solution is to produce

of the men's model in month $1,$

of the men's model in month $2,$

units of the women's model in month $1,$ and

of the women's model in month $2.$

Total cost $=$$

How much will the cost increase?

$

What would you recommend?

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