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Question #1 My neighbours seem to enjoy walking. Recently I did a small survey to see if the number of miles my neighbours walk per week depends on whether they walk in the morning (8:00-11:00 a.m.) or the afternoon (5:00-8:00p.m.) (time); by themselves, with a friend or with a dog (companion). The cell means (not totals) based on N= 36 people, are tabled below. The n's are equal. a.m (morning) p.m (afternoon) Alone 5.5 5.5 Friend 3 4 Complete the ANOVA and perform any appropriate post-hoc LSD t-tests. Note: EX² = 6096. Dog 17 20 Question #2 In question #1, if the time of day had been randomly selected, show how the ANOVA would be affected and how the post hoc tests would change.

Question #1 My neighbours seem to enjoy walking. Recently I did a small survey to see if the number of miles my neighbours walk per week depends on whether they walk in the morning (8:00-11:00 a.m.) or the afternoon (5:00-8:00p.m.) (time); by themselves, with a friend or with a dog (companion). The cell means (not totals) based on N= 36 people, are tabled below. The n's are equal. a.m (morning) p.m (afternoon) Alone 5.5 5.5 Friend 3 4 Complete the ANOVA and perform any appropriate post-hoc LSD t-tests. Note: EX² = 6096. Dog 17 20 Question #2 In question #1, if the time of day had been randomly selected, show how the ANOVA would be affected and how the post hoc tests would change.

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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Question #1 My neighbours seem to enjoy walking. Recently I did a small survey to see if the number of miles my neighbours walk per week depends on whether they walk in the morning (8:00 - 11:00 a.m.) or the afternoon (5:00 - 8:00 p.m.) (time); by themselves, with a friend or with a dog (companion). The cell means (not totals) based on N= 36 people, are tabled below. The n's are equal. a.m (morning) p.m (afternoon) Alone 5.5 5.5 Friend 3 4 Complete the ANOVA and perform any appropriate post-hoc LSD t-tests. Note: ΣX² = 6096. Dog 17 20 Question #2 In question #1, if the time of day had been randomly selected, show how the ANOVA would be affected and how the post hoc tests would change.
Transcribed Image Text:Question #1 My neighbours seem to enjoy walking. Recently I did a small survey to see if the number of miles my neighbours walk per week depends on whether they walk in the morning (8:00 - 11:00 a.m.) or the afternoon (5:00 - 8:00 p.m.) (time); by themselves, with a friend or with a dog (companion). The cell means (not totals) based on N= 36 people, are tabled below. The n's are equal. a.m (morning) p.m (afternoon) Alone 5.5 5.5 Friend 3 4 Complete the ANOVA and perform any appropriate post-hoc LSD t-tests. Note: ΣX² = 6096. Dog 17 20 Question #2 In question #1, if the time of day had been randomly selected, show how the ANOVA would be affected and how the post hoc tests would change.
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