Assuming no safety stock, what is the re- order point (R) given an average daily demand of 50 units, a lead time of 10 days and 625 units on hand?
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- NoneA shop owner uses a reorder point approach to restocking a certain raw material. Lead time is six days.Usage of the material during lead time is normally distributed with a mean of 42 pounds and a standarddeviation of 4 pounds. When should the raw material be reordered if the acceptable risk of a stockout is 3%?If D = 8,400 per month, S = $43 per order, and H = $1.50 per unit per month, a) What is the economic order quantity? The EOQ is units (round your response to the nearest whole number).
- Order Point Pershing, Inc. expects daily usage of 500 lb of material X, an anticipated lead time of seven days, and a desired safety stock of 2,500 lb. a. Determine the order point. b. Determine the number of pounds to be issued from safety stock if the new order is four days late.Schurz Corporation's management reports that its average delivery cycle time is 29 days, its average throughput time is 13.0 days, its manufacturing cycle efficiency (MCE) is 0.20, its average move time is 0.6 day, and its average queue time is 3.0 days. Required: a. What is the wait time? (Round your answer to 1 decimal place.) b. What is the process time? (Round your answer to 1 decimal place.) c. What is the inspection time? (Round your intermediate calculations and final answer to 1 decimal place.) a b C Wait time Process time Inspection time days days daysHarrowing Company has the following information: Annual demand =3,500 units Order size = 500 units Ordering cost per order =$400 Carryingcosts per unit for one year =$40 Lead time (maximum 20 days)=10days Maximumd use =25 units Work year =250days Required: a.Determine the economic order quantity for Harrowing b. Determine the reorder point. c. What is the safety stock needed to prevent stockouts?
- A manual assembly line is being designed for a product with annual demand = 100,000 units. The line will operate 50 wks/year, 5 shifts/wk, and 7.5 hr/shift. Work units will be attached to a continuously moving conveyor. Work content time = 42.0 min. Assume line efficiency E = 0.97, balancing efficiency Eb = 0.92, and repositioning time Tr = 6 sec. Determine: (a) hourly production rate to meet demand, (b) number of workers required.can you help me answer A.Management of Mittel Company wants to reduce the elapsed time from when a customer places an order to when it is shipped. It provided the following data for a recent quarter: Inspection time Wait time (from order to start of production) Process time Move time Queue time Required: 1. Compute the throughput time. Note: Round your answer to 1 decimal place. 2. Compute the manufacturing cycle efficiency (MCE) for the quarter. Note: Round your percentage answer to nearest whole percent. 1. Throughput time 2. Manufacturing cycle efficiency 3. Non-value-added throughput time 0.3 day 15.9 days 3.1 days 3. What percentage of the throughput time was spent in non-value-added activities? Note: Round your percentage answer to nearest whole percent. 4. Compute the delivery cycle time. Note: Round your intermediate calculations and final answer to 1 decimal place. 5. If using Lean Production eliminates all queue time, what will be the new MCE? Note: Do not round intermediate calculations. Round your…
- Lead time for one of your fastest-moving products is 24 days. Demand during this period averages 110 units per day. a) What would be an appropriate reorder point? 2640 units (enter your response as a whole number). b) How does your answer change if demand during lead time doubles? units (enter your response as a whole number).If D = 8,400 per month, S = $43 per order, and H = $1.50 per unit per month, a) What is the economic order quantity? The EOQ is 694 units (round your response to the nearest whole number). b) How does your answer change if the holding cost doubles? The EOQ is whole number). units (round your response to the nearestIn most cases, if a i rm increases its service capacity by 10 percent, it would expect waiting times to be reduced by what percentage? Assume customer arrivals and service times are random.