2. Out of a sample of 200 gaming systems, 4 units were found to be defective. The industry standard for such systems under normal conditions is three percent defective. We would like to determine, at a 90% confidence interval, if the percentage of defective units is below industry standards. a. State the null and alternative hypotheses. b. Determine the z-score associated with the level of significance a. C. Compute test statistic.

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2. Out of a sample of 200 gaming systems, 4 units were found to be defective. The industry
standard for such systems under normal conditions is three percent defective. We would like to
determine, at a 90% confidence interval, if the percentage of defective units is below industry
standards.
a. State the null and alternative hypotheses.
b. Determine the z-score associated with the level of significance a.
C. Compute test statistic.
Method 2: critical value
Method 1: p-value
Transcribed Image Text:2. Out of a sample of 200 gaming systems, 4 units were found to be defective. The industry standard for such systems under normal conditions is three percent defective. We would like to determine, at a 90% confidence interval, if the percentage of defective units is below industry standards. a. State the null and alternative hypotheses. b. Determine the z-score associated with the level of significance a. C. Compute test statistic. Method 2: critical value Method 1: p-value
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