Complete Computer $($CC$)$ is a retailer of computer equipment in Minneapolis with four retail outlets. Currently each outlet manages its ordering independently. Demand at each retail outlet averages $4,000$ units per week. Each unit costs $$200,$ and CC has a holding cost of $20\%$ per annum. The fixed cost of each order $($administrative plus transportation$)$ is $$900.$ Assume $50$ weeks in a year.

Given that each outlet orders independently and gets its own delivery, what is the optimal order size at each outlet?

Complete Computer $($CC$)$ is a retailer of computer equipment in Minneapolis with four retail outlets. Currently each outlet manages its ordering independently. Demand at each retail outlet averages $4,000$ units per week. Each unit costs $$200,$ and CC has a holding cost of $20\%$ per annum. The fixed cost of each order $($administrative plus transportation$)$ is $$900.$ Assume $50$ weeks in a year.

Given that each outlet orders independently and gets its own delivery, what is the optimal order size at each outlet?

$2,200$

$3,300$

$3,000$

$3,750$