A production supervisor at a major chemical company must determine whether the variance of the chemical yield of two catalysts XA-100 or catalyst ZB-200, differs significantly. The supervisor collected 5 observations of XA-100 yields and 7 observations of ZB-200 yields. The sample variance is 0.27 for XA-100 and 1.23 for ZB- 200. If we wish to show that the variance difference is significant at the .10 level of significance, what is the correct critical value to use?
A production supervisor at a major chemical company must determine whether the variance of the chemical yield of two catalysts XA-100 or catalyst ZB-200, differs significantly. The supervisor collected 5 observations of XA-100 yields and 7 observations of ZB-200 yields. The sample variance is 0.27 for XA-100 and 1.23 for ZB- 200. If we wish to show that the variance difference is significant at the .10 level of significance, what is the correct critical value to use?
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ZB-200, differs significantly.
The supervisor collected 5 observations of XA-100 yields and 7 observations of ZB-200 yields. The sample variance is 0.27 for XA-100 and 1.23 for ZB-
200.
If we wish to show that the variance difference is significant at the .10 level of significance, what is the correct critical value to use?
:46
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Transcribed Image Text:A production supervisor at a major chemical company must determine whether the variance of the chemical yield of two catalysts XA-100 or catalyst
ZB-200, differs significantly.
The supervisor collected 5 observations of XA-100 yields and 7 observations of ZB-200 yields. The sample variance is 0.27 for XA-100 and 1.23 for ZB-
200.
If we wish to show that the variance difference is significant at the .10 level of significance, what is the correct critical value to use?
:46
Multiple Choice
< Prev 26 of 26
Next >
Mc
Graw
Hill
!
1
भने
Q
A
1
option
N
O. 4.88
O
6.16
@
2
30€
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H
command
4.01
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D
C
$
4
888
FA
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F
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6
MacBook Air
76
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