Part $1.$

Electro$-$Poly is a leading maker of slip$-$rings. A $$750,000$ order has just been received and must be filled. Constraints in filling the order are based on hours for

wiring each unit and hours for harnessing each unit.

The company has $10,000$ hours of wiring capacity and $5,000$ hours of harnessing capacity. It must either make or buy the various models to meet the demand.

Formulate this LP and solve using R$,$ Python, GAMS, or Excel. Provide your complete code and share with your colleagues.

This week, you looked at a graphical approach to solving a linear program. Based on this approach, what observations did you make about solution locations

and lack thereof for LPs$?$ What are the possible outcomes when solving LPs$?$