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6.6 Consider the following items to be stored in a unit load (pallet) stor- age area, stacked 1-high. Determine the number of pallet locations required for dedicated, randomized, and class-based storage for a 90% and then 95% service level. Assume that for class-based, there are three classes (A = {I1, I2}, B = {13}, C = {14, 15, 16}). Daily storage requirements provided in the following table are normally distributed. Item 11 22456 12 13 14 15 16 Mean 300 400 800 250 400 300 Standard Deviation 50 120 300 100 120 145

6.6 Consider the following items to be stored in a unit load (pallet) stor- age area, stacked 1-high. Determine the number of pallet locations required for dedicated, randomized, and class-based storage for a 90% and then 95% service level. Assume that for class-based, there are three classes (A = {I1, I2}, B = {13}, C = {14, 15, 16}). Daily storage requirements provided in the following table are normally distributed. Item 11 22456 12 13 14 15 16 Mean 300 400 800 250 400 300 Standard Deviation 50 120 300 100 120 145

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.3: Measures Of Spread
Problem 1GP
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6.6 Consider the following items to be stored in a unit load (pallet) stor- age area, stacked 1-high. Determine the number of pallet locations required for dedicated, randomized, and class-based storage for a 90% and then 95% service level. Assume that for class-based, there are three classes (A = {I1, I2}, B = {I3}, C = {I4, 15, 16}). Daily storage requirements provided in the following table are normally distributed. Item Mean Standard Deviation I1 300 50 12 400 120 13 800 300 14 250 100 15 400 120 16 300 145
Transcribed Image Text:6.6 Consider the following items to be stored in a unit load (pallet) stor- age area, stacked 1-high. Determine the number of pallet locations required for dedicated, randomized, and class-based storage for a 90% and then 95% service level. Assume that for class-based, there are three classes (A = {I1, I2}, B = {I3}, C = {I4, 15, 16}). Daily storage requirements provided in the following table are normally distributed. Item Mean Standard Deviation I1 300 50 12 400 120 13 800 300 14 250 100 15 400 120 16 300 145
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