If no variations in demand or lead time exist, the re-order point (ROP) will equal:
A. the EOQ
B. the LTD
C. safety stock
D. the service level
E. the EOQ plus safety stock
Reorder point = dL + zσd√L
where d = average demand
z = number of standard deviations based on service level
σd = standard deviation of demand
L = Lead Time
When there is no variation in demand, σd = 0 => Reorder Point = dL
Safety Stock = zσd√L = 0
EOQ =
EOQ = √(2CoD/Cc)
Where, Co is the cost of placing one order
D - annual demand
Cc - annual per-unit holding cost
Hence, option (b) is correct
If no variations in demand or lead time exist, the re-order point (ROP) will equal: A....
Compute the safety stock (S.S.) and reorder point (ROP) for the following situation: Annual Demand = 6570 units Unit Price = $11 and no quantity discounts Ordering Cost = $25/order Holding Cost = $1.50/unit Lead Time = 5 days Desired Customer Service Level = 97.5% Assume 365 days/year and that demand and lead time are constant. Safety Stock = 10; ROP = 90 Safety Stock = 0; ROP = 90 Safety Stock = 5; ROP = 150 Safety Stock =...
For questions 26-75, choose the most appropriate choice 26. In the A-B-C classification system, items represent 50%-60% of all items but only 10%-15% of the total value? A. A items B. B items C. C items D. A items plus B items E. B items plus C items 27. If no variations in demand during the item's lead time exist and no safety stock is needed, then the ROP will equal to: A. the EOC B. expected demand during lead...
If the demand during review cycle is equal to 12, the demand during lead time is 11, and the safety stock is equal to 8, what is the order point? What is the EOQ of an item with a project annual demand of 500, and ordering cost of $5, a holding cost percentage of 35%, and an item cost of $10. (Round to the nearest whole unit) For example, 8.52 = 9.
Given this information: Expected demand during lead time = 285 units Standard deviation of lead time demand = 16 units Use Table. Determine each of the following, assuming that lead time demand is distributed normally: a. The ROP that will provide a risk of stockout of 1 percent during lead time. (Round your answer to the nearest whole number.) ROP _____ units b. The safety stock needed to attain a 1 percent risk of stockout during lead time. (Do...
Given this information: Expected demand during lead time = 295 units Standard deviation of lead time demand = 20 units Use Table. Determine each of the following, assuming that lead time demand is distributed normally: a. The ROP that will provide a risk of stockout of 2 percent during lead time. (Round your answer to the nearest whole number.) ROP units b. The safety stock needed to attain a 2 percent risk of stockout during lead time....
Reorder Point (ROP) models compute the amount of safety stock required in ordering a fixed replenishment quantity that satisfies a specific Customer Service Level during the demand during lead time interval. What is z score value in a standard normal table for the Customer Service Level represented by a Stockout Risk of 5%? 1.64 43 1.96 0 2.33 01.28
2. We know that Blue Pad Company’s lead time L is one week, and demand rate is 100 units per week. Compute the amount of Safety Stock and new ROP assuming that the company desires a 98% service level. Standard deviation of demand over lead time is eight.
Given this information: Lead-time demand = 620 pounds Standard deviation of lead time demand = 50 pounds (Assume normality.) Acceptable stockout risk during lead time = 4 percent Use Table. a. What amount of safety stock is appropriate? (Round your answer to the nearest whole number.) Safety stock units b. When should this item be reordered? (Round your answer to the nearest whole number.) ROP units c. What risk of stockout would result from a decision not to have any...
QUESTION 1 If the demand during review cycle is equal to 12, the demand during lead time is 11, and the safety stock is equal to 8 what is the order point? QUESTION 2 What is the EOQ of an item with a project annual demand of 500, and ordering cost of S5, a holding cost percentage of 35%, and an item cost of $10 (Round to the nearest whole unit) For example, 8 52 - 9. Click Save and...
how
do you get these answers?
17. (15 polnts) The daily demand for sunscreen at a drugstore is normally distributed with a mean of 18 bottles and a standard deviation of 4. They use a continuous review policy, where supplier lead time is a constant 5 days a Find the average and standard deviation of the demand over the lead time. Average Lead Time Demand (round to an integer) 94 SL Dev. of Lead Time Demand (round to b deinal...