Problem 2
Explain why you might make a stem-and-leaf plot for a data collection.
Problem 2
Write a verbal phrase that describes the inequality. \(x>-7\)
Problem 3
Write an inequality that represents the statement and graph the inequality. \(x\) is less than 5 and greater than 2
Problem 3
Give an example in which the mean of a collection of numbers is not representative of a typical number in the collection.
Problem 3
Describe the steps you could use to solve the inequality \(-3 y+2>11\).
Problem 3
Describe the “whiskers” of a box-and-whisker plot. What do they represent?
Problem 3
Explain why \(|x-5|<2\) means that \(x-5\) is between \(-2\) and 2.
Problem 3
Write a verbal phrase that describes the inequality. \(x<1\)
Problem 4
Write a verbal phrase that describes the inequality. \(9 \leq x\)
Problem 4
Write an inequality that represents the statement and graph the inequality. \(x\) is greater than 3 or less than \(-1\)
