Question
The U.S. Department of Labor estimates that there were 651,000 barbers, hairdressers, and cosmetologists in the United States in $2002 .$ Does this workforce level appear to be consistent with your result from problem $2 ?$
Step 1
In problem 2, we found that there were approximately 1,000,000 haircuts given per day in the United States. Show more…
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Based on the following table, which shows U.S. employment figures for 2007, broken down by educational attainment. $^{49}$ All numbers are in millions, and represent civilians aged 25 years and over. Those classed as "not in labor force " were not employed nor actively seeking employment. Round all answers to two decimal places. Find the probability that a person who had completed a bachelor's degree or higher and was in the labor force was employed.
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Conditional Probability and Independence
Based on the following table, which shows U.S. employment figures for 2007, broken down by educational attainment. $^{49}$ All numbers are in millions, and represent civilians aged 25 years and over. Those classed as "not in labor force " were not employed nor actively seeking employment. Round all answers to two decimal places. Find the probability that a person who had completed less than a high school diploma and was in the labor force was employed.
Based on the following table, which shows U.S. employment figures for 2007, broken down by educational attainment. $^{49}$ All numbers are in millions, and represent civilians aged 25 years and over. Those classed as "not in labor force " were not employed nor actively seeking employment. Round all answers to two decimal places. Find the probability that a person who had not completed a bachelor's degree or higher was not in the labor force.
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