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The student is working on a statistics project using data on pulse rates collected from a random sample of students. They are provided with a 95% confidence interval for the average pulse rate as \( (75.48, 84.52) \).



The problem asks about a statistics project using pulse rates from a random sample of students. The 95% confidence interval is (75.48, 84.52), and several questions are posed about the average pulse rate, the standard error, and the appropriate interpretation of the confidence interval.

This statistics problem explores the analysis of a random sample of students' pulse rates with a 95% confidence interval (75.48, 84.52). Learn how to calculate the average pulse rate, the standard error, and correctly interpret the sampling distribution. Suitable for college-level statistics students.

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