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Name two different kinds of shapes that are a possible for a distribution depicted in a histogram. Among mean and median, which measure is more resistant (less affected by the variability of the data)? What is the difference between L>sigma and Is? How do you identify them from the graphing calculator output? What has to be different about the data being used to construct a Pareto Chart versus constructing a Histogram? What does a z-score measure?

Name two different kinds of shapes that are a possible for a distribution depicted in a histogram. Among mean and median, which measure is more resistant (less affected by the variability of the data)? What is the difference between L>sigma and Is? How do you identify them from the graphing calculator output? What has to be different about the data being used to construct a Pareto Chart versus constructing a Histogram? What does a z-score measure?

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.5: Comparing Sets Of Data
Problem 3BGP
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Answer the following statistic questions regarding shapes, mean and medians, z-score, etc.
Name two different kinds of shapes that are a possible for a distribution depicted in a histogram. Among mean and median, which measure is more resistant (less affected by the variability of the data)? What is the difference between L>sigma and Is? How do you identify them from the graphing calculator output? What has to be different about the data being used to construct a Pareto Chart versus constructing a Histogram? What does a z-score measure?
Transcribed Image Text:Name two different kinds of shapes that are a possible for a distribution depicted in a histogram. Among mean and median, which measure is more resistant (less affected by the variability of the data)? What is the difference between L>sigma and Is? How do you identify them from the graphing calculator output? What has to be different about the data being used to construct a Pareto Chart versus constructing a Histogram? What does a z-score measure?
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