8.94 Cloning Dolly the Sheep, the world's first mammal to be cloned, was introduced to the public in 1997. In a Pew Research poll taken soon after Dolly's debut, 63% of Americans were opposed to the cloning of animals. In a Pew Research poll taken 20 after Dolly, 60% of those surveyed were opposed to animal cloning. Assume this was based on a random sample of 1100 Americans. Does this survey indicate that opposition to animal cloning has declined since 1997? Use a 0.05 significance level. years

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8.94 Does this survey indicate that opposition to animal cloning has declined since 1997? It says to use a 0.05 significance level. 

I added the "One Sample Prop. Summary" for the 3rd step of "Compute to compare" and I am also unsure if I entered it correctly.

**8.94 Cloning**

Dolly the Sheep, the world’s first mammal to be cloned, was introduced to the public in 1997. In a Pew Research poll taken soon after Dolly’s debut, 63% of Americans were opposed to the cloning of animals. In a Pew Research poll taken 20 years after Dolly, 60% of those surveyed were opposed to animal cloning. Assume this was based on a random sample of 1100 Americans. Does this survey indicate that opposition to animal cloning has declined since 1997? Use a 0.05 significance level.
Transcribed Image Text:**8.94 Cloning** Dolly the Sheep, the world’s first mammal to be cloned, was introduced to the public in 1997. In a Pew Research poll taken soon after Dolly’s debut, 63% of Americans were opposed to the cloning of animals. In a Pew Research poll taken 20 years after Dolly, 60% of those surveyed were opposed to animal cloning. Assume this was based on a random sample of 1100 Americans. Does this survey indicate that opposition to animal cloning has declined since 1997? Use a 0.05 significance level.
### One Sample Proportion Summary

#### Inputs
- **# of successes:** 660
- **# of observations:** 1100

#### Perform
- **Hypothesis test for p:**
  - Null hypothesis (H₀: p = 0.63)
  - Alternative hypothesis (Hₐ: p ≠ 0.63)

- **Confidence interval for p:**
  - Not selected
  - **Level:** 95.0%
  - **Method:** Standard-Wald (disabled)

#### Output
- **Store in data table:** Not selected

#### Optional Graphs
- **P-value plot:** Not selected

This summary illustrates a statistical test setup for analyzing a sample proportion. The user can perform either a hypothesis test or calculate a confidence interval for the proportion, although in this case, the hypothesis test is selected. The setup allows for exploring whether the observed sample proportion significantly deviates from the hypothesized value of 0.63, given the specified number of successes and total observations.
Transcribed Image Text:### One Sample Proportion Summary #### Inputs - **# of successes:** 660 - **# of observations:** 1100 #### Perform - **Hypothesis test for p:** - Null hypothesis (H₀: p = 0.63) - Alternative hypothesis (Hₐ: p ≠ 0.63) - **Confidence interval for p:** - Not selected - **Level:** 95.0% - **Method:** Standard-Wald (disabled) #### Output - **Store in data table:** Not selected #### Optional Graphs - **P-value plot:** Not selected This summary illustrates a statistical test setup for analyzing a sample proportion. The user can perform either a hypothesis test or calculate a confidence interval for the proportion, although in this case, the hypothesis test is selected. The setup allows for exploring whether the observed sample proportion significantly deviates from the hypothesized value of 0.63, given the specified number of successes and total observations.
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