Question 2 National Electronics Company buys parts from two subsidiaries. The quality control department at this company wanted to check if the distribution of good and defective parts is the same for the supplies of parts received from both subsidiaries. The quality control inspector selected a sample of 300 parts received from Subsidiary A, sample of 400 parts received from Subsidiary B, and a sample of 450 parts received from Subsidiary C. These parts were checked for being good or defective. The following table records the results of this investigation. Subsidiary A 284 Subsidiary B 381 19 Subsidiary C 418 Good Defective 16 32 Using a 5% significance level, test the null hypothesis that the distributions of good and defective parts are the same for the three subsidiaries.

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Question 2
National Electronics Company buys parts from two subsidiaries. The quality control
department at this company wanted to check if the distribution of good and defective parts is
the same for the supplies of parts received from both subsidiaries. The quality control
inspector selected a sample of 300 parts received frum Subsidiary A, sample of 400 parts
received from Subsidiary B, and a sample of 450 parts received from Subsidiary C. These
parts were checked for being good or defective. The following table records the results of this
investigation.
Subsidiary A
284
Subsidiary B
381
Subsidiary C
418
Good
Defective
16
19
32
Using a 5% significance level, test the null hypothesis that the distributions of good and
defective parts are the same for the three subsidiaries.
Transcribed Image Text:Question 2 National Electronics Company buys parts from two subsidiaries. The quality control department at this company wanted to check if the distribution of good and defective parts is the same for the supplies of parts received from both subsidiaries. The quality control inspector selected a sample of 300 parts received frum Subsidiary A, sample of 400 parts received from Subsidiary B, and a sample of 450 parts received from Subsidiary C. These parts were checked for being good or defective. The following table records the results of this investigation. Subsidiary A 284 Subsidiary B 381 Subsidiary C 418 Good Defective 16 19 32 Using a 5% significance level, test the null hypothesis that the distributions of good and defective parts are the same for the three subsidiaries.
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