Answer:
C. 2.253
Explanation:
The time between orders in WEEKS in a 52 week year can be calculated as follows
DATA
Annual Demand (D) = 1800 rolls
Cost per roll = $900
Annual holding cost (Ch) = 15% of $900 = $135
Ordering cost (Co) =$225
Solution
EOQ = [tex]\sqrt{\frac{2CoD}{Ch} }[/tex]
EOQ = [tex]\sqrt{\frac{2x225x1800}{135} }[/tex]
EOQ = 78 rolls
Number of orders = 1800/78
Number of orders = 23.077
The time between orders = 52/23.077
The time between orders = 2.253