Unit Demand |
Number of months |
Number of month / total number of months |
300 |
4 |
0.17 |
400 |
6 |
0.25 |
500 |
9 |
0.38 |
600 |
5 |
0.20 |
Total |
24 |
1 |
If the company places monthly orders equal to the expected value of the monthly demand, what should Carolina's monthly order quantity be for this product?
Answer -
Unit Demand |
Probability |
Unit demand x Probability |
300 |
0.17 |
51 |
400 |
0.25 |
100 |
500 |
0.38 |
190 |
600 |
0.20 |
120 |
Total |
461 |
Monthly order quantity = 461 units
What are the variance and standard deviation for the number of units demanded
Answer -
Unit Demand |
Probability |
A = Unit demand – Monthly order quantity (calculated in part a) |
A square |
A square x probability |
300 |
0.17 |
-161 |
25,921 |
4406.57 |
400 |
0.25 |
-61 |
3721 |
930.25 |
500 |
0.38 |
39 |
1521 |
577.98 |
600 |
0.20 |
139 |
19,321 |
3864.2 |
Total |
9779 |
Variance = 9779
Standard deviation = √Variance
= √9779
Standard deviation = 98.89
1. The demand for a product of Carolina Industries varies greatly from month to month. Based...
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