Assume that population proportion is to be estimated from the sample described. Use the sample results to approximate the margin of error and 95% confidence interval. n=540, p=0.15 The margin of error is (Round to four decimal places as needed.)

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**Estimating Population Proportion from Sample Data**

Assume that the population proportion is to be estimated from the sample described. Use the sample results to approximate the margin of error and a 95% confidence interval.

Given:
- Sample size (\(n\)) = 540
- Sample proportion (\(\hat{p}\)) = 0.15

**Calculate the Margin of Error:**

Enter your answer in the provided box, rounding to four decimal places as needed.

Note: This task involves statistical concepts like population proportion, sample data, margin of error, and confidence intervals, typically covered in introductory statistics courses.

**Instructions:**
- Use the provided sample data to calculate the margin of error.
- Ensure accuracy by adhering to rounding conventions as specified. 

This educational exercise helps in understanding how sample data can be used to infer information about a larger population, a foundational concept in statistics.
Transcribed Image Text:**Estimating Population Proportion from Sample Data** Assume that the population proportion is to be estimated from the sample described. Use the sample results to approximate the margin of error and a 95% confidence interval. Given: - Sample size (\(n\)) = 540 - Sample proportion (\(\hat{p}\)) = 0.15 **Calculate the Margin of Error:** Enter your answer in the provided box, rounding to four decimal places as needed. Note: This task involves statistical concepts like population proportion, sample data, margin of error, and confidence intervals, typically covered in introductory statistics courses. **Instructions:** - Use the provided sample data to calculate the margin of error. - Ensure accuracy by adhering to rounding conventions as specified. This educational exercise helps in understanding how sample data can be used to infer information about a larger population, a foundational concept in statistics.
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