The daily demand for Superco's grocery store for bananas is normally distributed with a mean of 60 and a standard deviation of 13.5. Superco's would like to keep a service level of 98%. Additionally, the lead time for new shipments of bananas is 9 days.
What is the optimal reorder point for bananas at Superco?
652
612
624
426
mean lead time μl= | 9 | ||||
standard deviation during lead time σl= | 0 | ||||
mean demand μd= | 60 | ||||
standard deviation of demand σd= | 13.5 |
for 98% service level , corresponding critical z = | 2.05 |
reorder point=demand during material in transit+safety stock | |||||
=lead time*demand/time period +safety stock | |||||
=μl*μd+z*sqrt(μl*σd2+μd2*σl2) = | 623.025~ 624 |
The daily demand for Superco's grocery store for bananas is normally distributed with a mean of...
The daily demand for Superco's grocery store for bananas is normally distributed with a mean of 60 and a standard deviation of 13.5. Additionally, the lead time for new shipments of bananas is 5 days. Superco's prior service levels were unsustainable, so now the company wants to reorder to maximize profit. It costs Superco $0.05 per banana to purchase and the store sells the bananas for $0.20 each. Additionally, spoiled bananas are considered worthless. Unsold bananas can last for 2...
At a local hardware store, daily demand for winter tires is normally distributed with a mean of 50 tires and standard deviation of 20 tires. The source of supply is reliable and maintains a constant lead time of four days. The cost of placing the order is $20 and annual total holding costs are $1.00 per tire. Assume that the store operates 320 days a year and service level of 95%. Calculate the total holding cost (including the holding cost...
If daily demand is normally distributed with a mean of 15 and standard deviation of 5, and lead time is constant at 7 days, a 95% service level will require how much safety stock? 10 units 13 units 17 units 22 units 8 units
The demand for a product is normally distributed with an average daily demand of 90 units and a standard deviation of 20. The lead time for the component is 4 days. A service level of 97.5% is desired. What is the optimal re-order point? ANSWER IS 438 UNITS. Please show steps as I do not know how they got here.
If daily demand is normally distributed with a mean of 15 and standard deviation of 5, and lead time is constant at 4 days, a 90 percent service level (Z=1.29) will require how much safety stock? A. 7 units B. 10 units C. 13 units D. 16 units
In a continuous review system, the average daily demand for a part is Normally distributed with mean 20 and standard deviation of 4. The lead time to receive the part from the time it is ordered is 9 days. The appropriate re-order point for this part if we want a 95% service level is
A store wants to ensure a shelf full of marshmallow peeps as the holiday season approaches. Daily demand for peeps is normally distributed with a mean of 25 and a standard deviation of 5. Lead time is 3 days and the store intends a 90% service level. What is their reorder point?
Weekly demand at a grocery store for a brand of breakfast cereal is normally distributed with a mean of 800 boxes and a standard deviation of 75 boxes. The store orders cereals from a distributor weekly. How many boxes should the store order for a week to have only a 2.5% chance of running short of this brand of cereal during the week.
The daily sales of a certain variety store are approximately normally distributed with a mean of $10000 and a standard deviation of $2000. What is the probability that a random sample of 100 days will yield a mean greater than $9800?
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...