A provost team conducted a comparative study about admission rates among two groups. They selected nį = n2 = 200 applicants according to criteria listed below. • Group I contained those who graduated from public schools and has shown X1 = 93 admitted. • Group II included those who graduated from other than public schools (private, homeschooling, or charter) and has shown X2 = 107 admitted. At the significance level, a = 0.05, do researchers have evidence that admission rates differ? 1. State rejection rule 2. Evaluate the test statistic 3. Formulate your conclusion based on the items above.

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A provost team conducted a comparative study about admission rates among two groups. They selected \( n_1 = n_2 = 200 \) applicants according to criteria listed below.

- **Group I** contained those who graduated from public schools and has shown \( X_1 = 93 \) admitted.

- **Group II** included those who graduated from other than public schools (private, homeschooling, or charter) and has shown \( X_2 = 107 \) admitted.

At the significance level, \( \alpha = 0.05 \), do researchers have evidence that admission rates differ?

1. **State rejection rule**

2. **Evaluate the test statistic**

3. **Formulate your conclusion based on the items above.**
Transcribed Image Text:A provost team conducted a comparative study about admission rates among two groups. They selected \( n_1 = n_2 = 200 \) applicants according to criteria listed below. - **Group I** contained those who graduated from public schools and has shown \( X_1 = 93 \) admitted. - **Group II** included those who graduated from other than public schools (private, homeschooling, or charter) and has shown \( X_2 = 107 \) admitted. At the significance level, \( \alpha = 0.05 \), do researchers have evidence that admission rates differ? 1. **State rejection rule** 2. **Evaluate the test statistic** 3. **Formulate your conclusion based on the items above.**
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