You would like to test the claim that more than 88% of the over 26,000 Mason undergraduate students are full-time students using a hypothesis test. You ask the first 100 undergraduate students you...

8You would like to test the claim that more than 88% of the over 26,000 Mason undergraduate students are full-time students using a hypothesis test. You ask the first 100 undergraduate students you find at the Johnson Center<br>around lunchtime and 89 are full-time students. Do the conditions hold so that the sampling distribution of the one-proportion z-test statistic is approximately standard Normal? If not, choose the condition that is not satisfied.<br>O a. No, the collected sample is not a random sample.<br>O b. No, the sample size is too large for a population of this size<br>O c. No, the sample size is not large enough.<br>O d. Yes, all the conditions are satisfied.<br>

Extracted text: You would like to test the claim that more than 88% of the over 26,000 Mason undergraduate students are full-time students using a hypothesis test. You ask the first 100 undergraduate students you find at the Johnson Center around lunchtime and 89 are full-time students. Do the conditions hold so that the sampling distribution of the one-proportion z-test statistic is approximately standard Normal? If not, choose the condition that is not satisfied. O a. No, the collected sample is not a random sample. O b. No, the sample size is too large for a population of this size O c. No, the sample size is not large enough. O d. Yes, all the conditions are satisfied.

Jun 09, 2022
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