PROBLEM B: Based on above problem $($A$),$ the owner of Hayes Electronics decided to assemble the computers in$-$house. He estimates that the cost of assemble each microcomputer will be $$550.$ The setup cost of each run to assemble microcomputers is $$1,000.$ Also, he estimates that he can produce daily $10$ microcomputers. The annual demand and carrying cost per unit per year will be the same as described in problem $A.$

Determine question $5$ to $9$ based on this question:

Find the optimal production runs quantity $($approximately$)?$