Example $4$: Computers

$8$

Decision variables $1$: number of type $1$ computers to produce, $2$: number of type

$2$ computers to produce

Max $=601+502$

Subject to

Assembly: $41+102100($hours$)$

Inspection: $21+222($hours$)$

Storage: $31+3239($cubic feet$)$

a$.$ Solve the LP in Excel and generate the sensitivity report. What is the optimal

production plan?

b$.$ Suppose the profit per type $1$ computer is $$70.$ What is the optimal solution

and what is the new profit?

Example $4$: Computers

$9$

c$.$ Suppose the company only had $36$ cubic feet of storage space. How would the

profit change?

d$.$ Suppose the company had $6$ more hours of inspection time. How would the