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24. Weekly paycheck: The Bureau of Labor Statistics reported that in a recent year, the median weekly earnings for people employed full time in the United States was $837. a. What proportion of full-time employees had weekly earnings of more than $837? b. A sample of 150 full-time employees is chosen. What is the probability that more than 55% of them earned more than $837 per week? c. What is the probability that less than 60% of the sample of 150 employees earned more than $837 per week?

24. Weekly paycheck: The Bureau of Labor Statistics reported that in a recent year, the median weekly earnings for people employed full time in the United States was $837. a. What proportion of full-time employees had weekly earnings of more than $837? b. A sample of 150 full-time employees is chosen. What is the probability that more than 55% of them earned more than $837 per week? c. What is the probability that less than 60% of the sample of 150 employees earned more than $837 per week?

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter11: Data Analysis And Probability
Section11.4: Collecting Data
Problem 3E
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24. Weekly paycheck: The Bureau of Labor Statistics reported that in a recent year, the median weekly earnings for people employed full time in the United States was $837. a. What proportion of full-time employees had weekly earnings of more than $837? b. A sample of 150 full-time employees is chosen. What is the probability that more than 55% of them earned more than $837 per week? c. What is the probability that less than 60% of the sample of 150 employees earned more than $837 per week?
Transcribed Image Text:24. Weekly paycheck: The Bureau of Labor Statistics reported that in a recent year, the median weekly earnings for people employed full time in the United States was $837. a. What proportion of full-time employees had weekly earnings of more than $837? b. A sample of 150 full-time employees is chosen. What is the probability that more than 55% of them earned more than $837 per week? c. What is the probability that less than 60% of the sample of 150 employees earned more than $837 per week?
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