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According to the descriptive statistics for height, the range of heights that are within 1 standard deviation from the mean height is According to the 68-95-99 rule, to % of heights should lie in this range. The actual percentage of heights that lie in this interval is %.

According to the descriptive statistics for height, the range of heights that are within 1 standard deviation from the mean height is According to the 68-95-99 rule, to % of heights should lie in this range. The actual percentage of heights that lie in this interval is %.

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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■ 7 Statistics Variable r 0 Height (cm) Age (years) ■ ■ Gende interval is ■ 1 0 1 N 26 0 26 0 Mea n 0 164.8 7 24 0 177.7 7 5 24 7 N 0 28.76 9 0 31.66 8 SE StDe Mean V 0.406 6.54 0.457 7.18 0.549 8.853 0.646 10.151 Minimu m Q1 147.20 160.0 0 157.20 172.8 0 18.000 22.00 0 18.000 24.00 0 ■ Media in nex Q3 164.50 169.5 0 177.80 182.9 0 ■ 26.000 34.00 0 29.000 37.00 0 Maximu m 182.90 198.10 67.000 According to the descriptive statistics for height, the range of heights that are within 1 standard deviation from the mean height is to 65.000 According to the 68-95-99 rule, % of heights should lie in this range. The actual percentage of heights that lie in this $15%. 1 ■
Transcribed Image Text:■ 7 Statistics Variable r 0 Height (cm) Age (years) ■ ■ Gende interval is ■ 1 0 1 N 26 0 26 0 Mea n 0 164.8 7 24 0 177.7 7 5 24 7 N 0 28.76 9 0 31.66 8 SE StDe Mean V 0.406 6.54 0.457 7.18 0.549 8.853 0.646 10.151 Minimu m Q1 147.20 160.0 0 157.20 172.8 0 18.000 22.00 0 18.000 24.00 0 ■ Media in nex Q3 164.50 169.5 0 177.80 182.9 0 ■ 26.000 34.00 0 29.000 37.00 0 Maximu m 182.90 198.10 67.000 According to the descriptive statistics for height, the range of heights that are within 1 standard deviation from the mean height is to 65.000 According to the 68-95-99 rule, % of heights should lie in this range. The actual percentage of heights that lie in this $15%. 1 ■
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