Estimate parameters of a weibull failure time distribution


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Q: A sample of 1000 items was placed in a test configuration such that all were operating under load. The data contains the number still running at the end of each day for 90 days.

a. Estimate the parameters of a Weibull failure time distribution.

b. Construct 90% confidence interval for those parameters.

c. Find the reliability of this item at 30 days.

1 1000
2 1000
3 1000
4 1000
5 1000
6 1000
7 1000
8 999
9 999
10 998
11 997
12 996
13 995
14 993
15 991
16 989
17 986
18 982
19 978
20 973
21 967
22 960
23 953
24 944
25 934
26 924
27 912
28 899
29 885
30 869
31 852
32 834
33 814
34 793
35 771
36 747
37 722
38 696
39 669
40 641
41 613
42 583
43 553
44 522
45 491
46 460
47 429
48 398
49 368
50 338
51 309
52 281
53 254
54 229
55 204
56 182
57 160
58 140
59 122
60 106
61 91
62 77
63 65
64 54
65 45
66 37
67 30
68 25
69 20
70 16
71 12
72 9
73 7
74 6
75 4
76 3
77 2
78 2
79 1
80 1
81 1
82 0
83 0
84 0
85 0
86 0
87 0
88 0
89 0
90 0

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Basic Statistics: Estimate parameters of a weibull failure time distribution
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