In a sample of 57 men, 35 said that they had less leisure time today than they had 10 years ago. In a sample of 57 women, 43 women said that they had less leisure time today than they had 10 years ago. At a=0.10, is there a difference in the proportions? Use p₁ for the proportion of men with less leisure time. Part: 0/6 Part 1 of 6 State the hypotheses and identify the claim with the correct hypothesis. Ho: (Choose one) ▼ H₁ (Choose one) ▼ This hypothesis test is a (Choose one). ▼ test. < DO D>0 扫一扫 P₁ 6 #₂

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In a sample of 57 men, 35 said that they had less leisure time today than they had 10 years ago. In a sample of 57 women, 43 women said that they had less leisure time today than they had 10 years ago. At \(\alpha = 0.10\), is there a difference in the proportions?

Use \(p_1\) for the proportion of men with less leisure time.

**Part: 0 / 6**

---

**Part 1 of 6**

State the hypotheses and identify the claim with the correct hypothesis.

\[ H_0: \] (Choose one)  

\[ H_1: \] (Choose one)  

This hypothesis test is a (Choose one) test.

**Diagram Explanation:**

There are several icons with mathematical symbols indicating options for hypothesis testing. These include:

- \(<\)
- \(\leq\)
- \(>\)
- \(\geq\)
- \(=\)
- \(\neq\) 

These options are likely used to define and test the null and alternative hypotheses for the given scenario.
Transcribed Image Text:In a sample of 57 men, 35 said that they had less leisure time today than they had 10 years ago. In a sample of 57 women, 43 women said that they had less leisure time today than they had 10 years ago. At \(\alpha = 0.10\), is there a difference in the proportions? Use \(p_1\) for the proportion of men with less leisure time. **Part: 0 / 6** --- **Part 1 of 6** State the hypotheses and identify the claim with the correct hypothesis. \[ H_0: \] (Choose one) \[ H_1: \] (Choose one) This hypothesis test is a (Choose one) test. **Diagram Explanation:** There are several icons with mathematical symbols indicating options for hypothesis testing. These include: - \(<\) - \(\leq\) - \(>\) - \(\geq\) - \(=\) - \(\neq\) These options are likely used to define and test the null and alternative hypotheses for the given scenario.
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