Consider the following data on the foot lengths (in centimeters) of adult males obtained from three different states of the U.S. Do the data satisfy the assumption that the samples come from normally distributed populations at a 0.1 significance level? (Use the Shapiro-Wilk test or the Anderson-Darling test.) Georgia 170.83 188.58 174.74 177.86 187.91 177.26 Vermont 185.18 181.31 184.70 187.66 187.36 184.74 Florida 169.19 175.91 179.86 178.05 172.89 180.99

A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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The P-values for the states of Georgia and Florida are less than 0.1. Therefore, the foot length measurements of all adult males do not come from
normally distributed populations for these states.
The P-values for the states of Georgia and Florida are greater than 0.1. Therefore, the foot length measurements of all adult males come from
normally distributed populations for these states.
The P-values for each state are less than 0.1. Therefore, the foot length measurements of all adult males come from normally distributed
populations for each of the three states.
The P-values for the states of Georgia and Florida are greater than 0.1. Therefore, the foot length measurements of all adult males do not come
from normally distributed populations for these states.
Transcribed Image Text:The P-values for the states of Georgia and Florida are less than 0.1. Therefore, the foot length measurements of all adult males do not come from normally distributed populations for these states. The P-values for the states of Georgia and Florida are greater than 0.1. Therefore, the foot length measurements of all adult males come from normally distributed populations for these states. The P-values for each state are less than 0.1. Therefore, the foot length measurements of all adult males come from normally distributed populations for each of the three states. The P-values for the states of Georgia and Florida are greater than 0.1. Therefore, the foot length measurements of all adult males do not come from normally distributed populations for these states.
Consider the following data on the foot lengths (in centimeters) of adult males obtained from three different states of the U.S. Do the data satisfy
the assumption that the samples come from normally distributed populations at a
0.1 significance level? (Use the Shapiro-Wilk test or the Anderson-Darling test.)
Georgia
170.83
188.58
174.74
177.86
187.91
177.26
183.93
177.82
177.81
181.20
172.48
192.04
180.01
181.65
176.46
Vermont
185.18
181.31
184.70
187.66
187.36
184.74
174.58
172.45
175.22
183.83
175.01
188.62
184.39
181.27
176.59
Florida
169.19
175.91
179.86
178.05
172.89
180.99
184.82
188.76
174.37
169.09
181.02
180.55
183.10
173.53
171.11
Transcribed Image Text:Consider the following data on the foot lengths (in centimeters) of adult males obtained from three different states of the U.S. Do the data satisfy the assumption that the samples come from normally distributed populations at a 0.1 significance level? (Use the Shapiro-Wilk test or the Anderson-Darling test.) Georgia 170.83 188.58 174.74 177.86 187.91 177.26 183.93 177.82 177.81 181.20 172.48 192.04 180.01 181.65 176.46 Vermont 185.18 181.31 184.70 187.66 187.36 184.74 174.58 172.45 175.22 183.83 175.01 188.62 184.39 181.27 176.59 Florida 169.19 175.91 179.86 178.05 172.89 180.99 184.82 188.76 174.37 169.09 181.02 180.55 183.10 173.53 171.11
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