SOLUTION: Weeks Unit dispensed 11 1 20 1 48 1 55 1 85 1 12 2 32 2 42 2 56 2 67 2 72 2 10 3 31 3 6 4 22 4 43 4 47 4 49 4 71 4 80 4 94 4 5 5 13 5 21 5 26 5 37

Question 1195419:
Weeks Unit
dispensed
11 1
20 1
48 1
55 1
85 1
12 2
32 2
42 2
56 2
67 2
72 2
10 3
31 3
6 4
22 4
43 4
47 4
49 4
71 4
80 4
94 4
5 5
13 5
21 5
26 5
37 5
39 5
46 5
50 5
57 5
58 5
69 5
74 5
79 5
4 6
15 6
18 6
30 6
38 6
70 6
76 6
86 6
3 7
7 7
16 7
19 7
34 7
40 7
44 7
51 7
61 7
68 7
77 7
8 8
14 8
17 8
28 8
33 8
35 8
41 8
45 8
59 8
64 8
66 8
75 8
81 8
103 8
1 9
9 9
27 9
36 9
60 9
62 9
65 9
104 9
73 10
90 10
93 10
101 10
89 11
100 11
102 11
2 12
83 12
92 12
99 12
88 13
91 13
25 14
52 14
84 14
87 14
98 14
29 15
95 15
23 16
78 16
97 16
54 17
53 18
63 18
82 18
96 18
24 19
sum 832
3. When the injectable Urografin is stocked out, the pharmacist have an alternative infusion of Trazograf 76%. Each time the injectable is out of stock, he orders the prescribers to switch to Trazograf 76%, a far more expensive contrasting agent, which increases total cost per patient significantly.
a. What is the probability to meet demand from the combined inventory?
b. What is the probability that demand is less than the combined inventory but more than that of the Urografin 76% injection alone?
c. Considering the combined inventory, what is the probability of a stock out?
4. If the pharmacist told you that, he has 5 units of Urografin 76% injection and 2 units of Trazograf 76% infusion, what is the probability of meeting 95% of the demand per week?

Answer by ikleyn(52786) (Show Source): You can put this solution on YOUR website!
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