Question

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.

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0.158 0.11 .184 0.207 0.224 0.237 0.248 0.249 0,2 D.263 0271 0275 0.295 0.301 0.321 0.337 Click here lo viw the talble af ari

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Answer #1
Rank Proportion Z score Data
1 0.058824 -1.56473 0.158
2 0.117647 -1.18683 0.191
3 0.176471 -0.9289 0.194
4 0.235294 -0.72152 0.207
5 0.294118 -0.5414 0.224
6 0.352941 -0.37739 0.237
7 0.411765 -0.22301 0.246
8 0.470588 -0.07379 0.249
9 0.529412 0.073791 0.258
10 0.588235 0.223008 0.263
11 0.647059 0.377392 0.271
12 0.705882 0.541395 0.275
13 0.764706 0.721522 0.295
14 0.823529 0.928899 0.301
15 0.882353 1.186831 0.321
16 0.941176 1.564726 0.337

correlation between z-score and observed data=                   0.996 [excel formula =correl(range of z score , range of data)

critical correlation value for n=16 is 0.941          

observed correlation > critical correlation, so answer is

Yes ,

option A , 0.996,0.941

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