If you are testing the claim that the proportion of smokers in population 1 is significantly lower than the proportion of smokers in population 2, what is the alternative hypothesis? O p1 * p2 O p1 < p2 Ο μ1< μ2 Ο μ1 + μ2 O p1 > p2 Ο μ1> μ2

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**Question:**

If you are testing the claim that the proportion of smokers in population 1 is significantly lower than the proportion of smokers in population 2, what is the alternative hypothesis?

**Options:**

- ○ p1 ≠ p2
- ○ p1 < p2
- ○ μ1 < μ2
- ○ μ1 ≠ μ2
- ○ p1 > p2
- ○ μ1 > μ2

**Explanation:**

This question involves determining the appropriate alternative hypothesis for a statistical test comparing the proportions of smokers in two different populations. The alternative hypothesis will reflect the claim being tested, which in this case is that the proportion in population 1 is less than the proportion in population 2.
Transcribed Image Text:**Question:** If you are testing the claim that the proportion of smokers in population 1 is significantly lower than the proportion of smokers in population 2, what is the alternative hypothesis? **Options:** - ○ p1 ≠ p2 - ○ p1 < p2 - ○ μ1 < μ2 - ○ μ1 ≠ μ2 - ○ p1 > p2 - ○ μ1 > μ2 **Explanation:** This question involves determining the appropriate alternative hypothesis for a statistical test comparing the proportions of smokers in two different populations. The alternative hypothesis will reflect the claim being tested, which in this case is that the proportion in population 1 is less than the proportion in population 2.
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