A quality engineer is asked to determine whether less than 2% of all flasks received by its company are defective. The engineer goes out and takes a simple random sample of n = 300 flasks, and finds 3 defective. Perform a hypothesis test, at a = 0.05, to determine whether less than 2% of all flasks received by the company are defective. What is your test statistic?

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Based on your hypothesis test and test statistic calculated in Question 2, what
is your p-value?
Transcribed Image Text:Based on your hypothesis test and test statistic calculated in Question 2, what is your p-value?
A quality engineer is asked to determine whether less than 2% of all flasks
received by its company are defective. The engineer goes out and takes a
simple random sample of n = 300 flasks, and finds 3 defective. Perform a
hypothesis test, at a = 0.05, to determine whether less than 2% of all flasks
received by the company are defective.
What is your test statistic?
Transcribed Image Text:A quality engineer is asked to determine whether less than 2% of all flasks received by its company are defective. The engineer goes out and takes a simple random sample of n = 300 flasks, and finds 3 defective. Perform a hypothesis test, at a = 0.05, to determine whether less than 2% of all flasks received by the company are defective. What is your test statistic?
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