Resolve the Problem Observed Expected 9.2-3 Compressive Strength in ksi the Frequency Frequency using theoretical frequencies from the Lognormal model as indicated in the table. Which above with Lower Limit Upper Limit E <6.75 9.9 6.75 17 14 model seems more match and 7 7.25 22 22.1 7.25 7.5 31 26.9 representative. 7.5 7.75 28 25.6 Ans. 7.75 8 20 19.8 *x? = 7.70 < xảo05 = 12.59 8 8.25 19.4 Therefore, Lognormal model has a good the proposed >8.50 7 5.3

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Problem 9.2-4
Resolve the Problem 9.2-3 Compressive Strength in ksi
Observed
Expected
above
with
using
the
Frequency
Frequency
Lower Limit Upper Limit
E
theoretical frequencies from
the Lognormal model
indicated in the table. Which
model seems more match and
<6.75
9.9
as
6.75
17
14
7
7.25
22
22.1
7.25
7.5
31
26.9
representative.
7.5
7.75
28
25.6
Ans.
7.75
8
20
19.8
*x = 7.70 < xảo 05 = 12.59
Therefore,
Lognormal model has a good
fit.
8
8.25
9
19.4
the
proposed
>8.50
5.3
As xfor Lognormal = 7.70 < XNormal = 10.71, therefore the lognormal model is superior
to the normal model.
Transcribed Image Text:Problem 9.2-4 Resolve the Problem 9.2-3 Compressive Strength in ksi Observed Expected above with using the Frequency Frequency Lower Limit Upper Limit E theoretical frequencies from the Lognormal model indicated in the table. Which model seems more match and <6.75 9.9 as 6.75 17 14 7 7.25 22 22.1 7.25 7.5 31 26.9 representative. 7.5 7.75 28 25.6 Ans. 7.75 8 20 19.8 *x = 7.70 < xảo 05 = 12.59 Therefore, Lognormal model has a good fit. 8 8.25 9 19.4 the proposed >8.50 5.3 As xfor Lognormal = 7.70 < XNormal = 10.71, therefore the lognormal model is superior to the normal model.
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