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Question 29. Consider a distributor of TV sets that orders from a manufacturer and sells to retailers. Suppose the distributo

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Answer #1
Fixed ordering cost = $4673
Holding cost(H) = 15%
Lead time = 2.5 weeks
Cost of a TV (S)= $15
Order Quantity
We are given with the past 12 months data
Total year demand (D)= 1894 units
Order Quantity = Sq.root of (2DS/H)
Order Quantity = Square root of (2X 1894 X 15/15*0.15)
Order Quantity = 159 units
Reorder Level
Reorder Level = Average demand during lead time + Safety Stock
Lead time = 2.5 weeks
Annual demand = 1894 units
Assuming 52 week in a year
Per week demand = 1894/52
Per week demand = 36 units
Average demand during lead time = 2.5 weeks X Per week demand
Average demand during lead time = 2.5 X 36 units
Average demand during lead time = 90 units
Standard Deviation D = 157.83333
Month Demand Di-D (Di-D)^2
Sep           179             21              448
Oct           117           (41)           1,667
Nov           140           (18)              318
Dec           175             17              295
Jan           141           (17)              283
Feb           140           (18)              318
Mar           147           (11)              117
Apr           169             11              125
May             99           (59)           3,461
Jun           180             22              491
Jul           205             47           2,225
Aug           202             44           1,951
       11,700
Standard Deviation = square root of (11700/(n-1))
Standard Deviation = square root of (11700/(12-1))
Standard Deviation = 32.61
Standard Deviation = 33
Safety Stock = Z * Standard deviation
value of Z at 89% service level is 1.227 (from normal distribution table)
Safety stock = 1.227*33
Safety stock = 40 units
Reorder Level = Average demand during lead time + Safety Stock
Reorder Level = 90+40
Reorder Level = 130 units
Average inventory
Average inventory = 1894/12
Average inventory = 158 units
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