Suppose a sample of? O-rings was obtained and the wall thickness? (in inches) of each was recorded. Use a normal probability plot to assess whether the sample data could have come from a population that is normally distributed. |
0.1640.164 |
0.1850.185 |
0.2030.203 |
0.2070.207 |
||
0.2180.218 |
0.2240.224 |
0.2410.241 |
0.2480.248 |
|||
0.2580.258 |
0.2680.268 |
0.2650.265 |
0.2820.282 |
|||
0.2850.285 |
0.2950.295 |
0.3090.309 |
0.3330.333 |
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Using the correlation coefficient of the normal probability? plot, is it reasonable to conclude that the population is normally? distributed? Select the correct choice below and fill in the answer boxes within your choice.
?(Round to three decimal places as? needed.)
A.
YesYes.
The correlation between the expected? z-scores and the observed? data,
nothing ?,
exceedsexceeds
the critical? value,
nothing .
?Therefore, it is
reasonablereasonable
to conclude that the data come from a normal population.
B.
NoNo.
The correlation between the expected? z-scores and the observed? data,
nothing ?,
does not exceeddoes not exceed
the critical? value,
nothing .
?Therefore, it is
reasonablereasonable
to conclude that the data come from a normal population.
C.
NoNo.
The correlation between the expected? z-scores and the observed? data,
nothing ?,
does not exceeddoes not exceed
the critical? value,
nothing .
?Therefore, it is
not reasonablenot reasonable
to conclude that the data come from a normal population.
D.
YesYes.
The correlation between the expected? z-scores and the observed? data,
nothing ?,
exceedsexceeds
the critical? value,
nothing .
?Therefore, it is
not reasonablenot reasonable
to conclude that the data come from a normal population.
From the given data
H0: The Sample date is not follows Normal distribution
H1: The sample data is follows Normal distribution
correlation critical values is 0.497 at 5% los in two tail
As per conclusion : Reject H0 so the sample data is follows normal distribuiton
Correct answer: A. Yes.
The correlation between the expected and z-scores and the observed data is exceeds the critical value,
Therefore, it isreasonable to conclude that the data come from a normal population.
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