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Empirical rule comparison and normality for Variable 1 Use the results from your chosen variable 1 sample to answer the following questions: Determine the Percentage of Sample Data Within One Standard Deviation of the Mean: Calculate the lower & upper limits of the scores for the first standard deviation of the mean: Lower Limit: -s = Upper Limit: +s = Count the number of wait times from your sample that fall between your lower limit and upper limit (the answers from step 1) Count: Find the ratio of scores within I standard deviation of the mean: Ratio: Determine the Percentage of Sample Data Within Two Standard Deviations of the Mean: Calculate the lower & upper limits: Lower Limit: - s-s = Upper Limit: +s +s = Count the number of wait times from your sample that fall between your lower limit and upper limit (the answers from step 1) Count: Find the ratio of scores within 2 standard deviation of the mean: Ratio: Determine the Percentage of Sample Data Within Three Standard Deviations of the Mean: Calculate the lower & upper limits: Lower Limit: -s -s-s= Upper Limit: +s +s +s =. Count the number of wait times from your sample that fall between your lower limit and upper limit (the answers above) Count: Find the ratio of scores within 3 standard deviation of the mean: Ratio:

Empirical rule comparison and normality for Variable 1 Use the results from your chosen variable 1 sample to answer the following questions: Determine the Percentage of Sample Data Within One Standard Deviation of the Mean: Calculate the lower & upper limits of the scores for the first standard deviation of the mean: Lower Limit: -s = Upper Limit: +s = Count the number of wait times from your sample that fall between your lower limit and upper limit (the answers from step 1) Count: Find the ratio of scores within I standard deviation of the mean: Ratio: Determine the Percentage of Sample Data Within Two Standard Deviations of the Mean: Calculate the lower & upper limits: Lower Limit: - s-s = Upper Limit: +s +s = Count the number of wait times from your sample that fall between your lower limit and upper limit (the answers from step 1) Count: Find the ratio of scores within 2 standard deviation of the mean: Ratio: Determine the Percentage of Sample Data Within Three Standard Deviations of the Mean: Calculate the lower & upper limits: Lower Limit: -s -s-s= Upper Limit: +s +s +s =. Count the number of wait times from your sample that fall between your lower limit and upper limit (the answers above) Count: Find the ratio of scores within 3 standard deviation of the mean: Ratio:

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Death Increase Mean 38.82222 Mode 7. Standard deviation 35.41847 1254.468 152-1-151 Variance Range Five Number Summary 1, 14, 29, 49, 152 (Comma Delimited) Sample size 45
Transcribed Image Text:Death Increase Mean 38.82222 Mode 7. Standard deviation 35.41847 1254.468 152-1-151 Variance Range Five Number Summary 1, 14, 29, 49, 152 (Comma Delimited) Sample size 45
Empirical rule comparison and normality for Variable 1 Use the results from your chosen variable 1 sample to answer the following questions: Determine the Percentage of Sample Data Within One Standard Deviation of the Mean: Calculate the lower & upper limits of the scores for the first standard deviation of the mean: Lower Limit: -s =. Upper Limit: +s = Count the number of wait times from your sample that fall between your lower limit and upper limit (the answers from step 1) Сount: Find the ratio of scores within 1 standard deviation of the mean: Ratio: Determine the Percentage of Sample Data Within Two Standard Deviations of the Mean: Calculate the lower & upper limits: Lower Limit: - s - s = Upper Limit: +s +s = Count the number of wait times from your sample that fall between your lower limit and upper limit (the answers from step 1) Сount: Find the ratio of scores within 2 standard deviation of the mean: Ratio: =---- Determine the Percentage of Sample Data Within Three Standard Deviations of the Mean: Calculate the lower & upper limits: Lower Limit: – s - s - s =, Upper Limit: +s +s +s =, Count the number of wait times from your sample that fall between your lower limit and upper limit (the answers above) Сount: Find the ratio of scores within 3 standard deviation of the mean: Ratio: Label the Sample Data Within One, Two, & Three Standard Deviations of the Mean: If needed, you can draw this out by hand and take a picture of your hand drawn image with your phone and drop the image into this document.
Transcribed Image Text:Empirical rule comparison and normality for Variable 1 Use the results from your chosen variable 1 sample to answer the following questions: Determine the Percentage of Sample Data Within One Standard Deviation of the Mean: Calculate the lower & upper limits of the scores for the first standard deviation of the mean: Lower Limit: -s =. Upper Limit: +s = Count the number of wait times from your sample that fall between your lower limit and upper limit (the answers from step 1) Сount: Find the ratio of scores within 1 standard deviation of the mean: Ratio: Determine the Percentage of Sample Data Within Two Standard Deviations of the Mean: Calculate the lower & upper limits: Lower Limit: - s - s = Upper Limit: +s +s = Count the number of wait times from your sample that fall between your lower limit and upper limit (the answers from step 1) Сount: Find the ratio of scores within 2 standard deviation of the mean: Ratio: =---- Determine the Percentage of Sample Data Within Three Standard Deviations of the Mean: Calculate the lower & upper limits: Lower Limit: – s - s - s =, Upper Limit: +s +s +s =, Count the number of wait times from your sample that fall between your lower limit and upper limit (the answers above) Сount: Find the ratio of scores within 3 standard deviation of the mean: Ratio: Label the Sample Data Within One, Two, & Three Standard Deviations of the Mean: If needed, you can draw this out by hand and take a picture of your hand drawn image with your phone and drop the image into this document.
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