As of 2012, the proportion of students who use a MacBook as their primary computer is 0.31. You believe that at your university the proportion is actually different from 0.31. The hypotheses for this test are Null Hypothesis: p = 0.31, Alternative Hypothesis: p # 0.31. If you randomly select 24 students in a sample and 12 of them use a MacBook as their primary computer, what is your test statistic and p-value?

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As of 2012, the proportion of students who use a MacBook as their primary computer is 0.31. You believe that at your university, the proportion is actually different from 0.31. The hypotheses for this test are:

- Null Hypothesis: \( p = 0.31 \)
- Alternative Hypothesis: \( p \neq 0.31 \)

If you randomly select 24 students in a sample and 12 of them use a MacBook as their primary computer, what is your test statistic and p-value?

Options:
1) Test Statistic: 2.013, P-Value: 0.978
2) Test Statistic: 2.013, P-Value: 0.956
3) Test Statistic: 2.013, P-Value: 0.044
4) Test Statistic: 2.013, P-Value: 0.022
5) Test Statistic: -2.013, P-Value: 0.044

Correct Answer: Option 3) Test Statistic: 2.013, P-Value: 0.044.
Transcribed Image Text:As of 2012, the proportion of students who use a MacBook as their primary computer is 0.31. You believe that at your university, the proportion is actually different from 0.31. The hypotheses for this test are: - Null Hypothesis: \( p = 0.31 \) - Alternative Hypothesis: \( p \neq 0.31 \) If you randomly select 24 students in a sample and 12 of them use a MacBook as their primary computer, what is your test statistic and p-value? Options: 1) Test Statistic: 2.013, P-Value: 0.978 2) Test Statistic: 2.013, P-Value: 0.956 3) Test Statistic: 2.013, P-Value: 0.044 4) Test Statistic: 2.013, P-Value: 0.022 5) Test Statistic: -2.013, P-Value: 0.044 Correct Answer: Option 3) Test Statistic: 2.013, P-Value: 0.044.
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