Professor Wonka is interested in whether candy influences children's mood. One group of children is recruited to be part of an experimental group, and another group of children is recruited to be part of the control group. Participants in the experimental group each eat 1 candy bar and then report on their mood on a self-report questionnaire. Children in the control condition do not eat anything before reporting on their mood. Here are the data from the two groups: Experimental (candy) group 15 18.3 94.6 n= M= SS= Control group 17 14.5 112.8 Calculate the effect size in terms of the n= M= SS= proportion of variance accounted for (r-).

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section: Chapter Questions
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Professor Wonka is interested in whether
candy influences children's mood. One group
of children is recruited to be part of an
experimental group, and another group of
children is recruited to be part of the control
group. Participants in the experimental group
each eat 1 candy bar and then report on their
mood on a self-report questionnaire. Children
in the control condition do not eat anything
before reporting on their mood. Here are the
data from the two groups:
Experimental (candy) group
15
18.3
94.6
n=
M=
SS=
Control group
17
14.5
112.8
Calculate the effect size in terms of the
n=
M=
SS=
proportion of variance accounted for (r-).
Transcribed Image Text:Professor Wonka is interested in whether candy influences children's mood. One group of children is recruited to be part of an experimental group, and another group of children is recruited to be part of the control group. Participants in the experimental group each eat 1 candy bar and then report on their mood on a self-report questionnaire. Children in the control condition do not eat anything before reporting on their mood. Here are the data from the two groups: Experimental (candy) group 15 18.3 94.6 n= M= SS= Control group 17 14.5 112.8 Calculate the effect size in terms of the n= M= SS= proportion of variance accounted for (r-).
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