SPSS Homework 4 Instructions
Two-Way
ANOVA
Part One:
Note: For the two-way
ANOVA, you will be expected to create a line graph as covered in the SPSS
tutorial in the Course Content (and not a boxplot as in the textbook). This
applies to future cumulative questions as well.
Green & Salkind:
Lesson 26, Exercises 1, 4, 5, 6, 7, and 8
The following helpful tips are numbered to correspond with
the exercise number to which they refer (a dash indicates that no tips are
needed):
1.
Instead of identifying these values on your output, as
the text states, please write them into your Word file as written answers for #1 a, b, c, and d. (2 pts for output; a-d = 2
pts each)
a. 3×3 Anova was conducted to investigate the effects of reinformecment
schedules and arithmetic problem solving performance of second grade students
the F value of the main effect was shown as 25.034 the total GPA mean was b.
.196 with the c. effect size of ________ and d. the p value for the reinforce type main effect is .000
Tests of Between-Subjects Effects
Dependent
Variable: Scores on an arithmetic
problem-solving test
Source
Type III Sum of Squares
df
Mean Square
F
Sig.
Partial Eta Squared
Corrected Model
1927.455a
5
385.491
19.662
.000
.621
Intercept
56204.182
1
56204.182
2866.674
.000
.979
schedule
490.909
1
490.909
25.039
.000
.294
reinfor
1249.182
2
624.591
31.857
.000
.515
schedule * reinfor
187.364
2
93.682
4.778
.012
.137
Error
1176.364
60
19.606
Total
59308.000
66
Corrected Total
3103.818
65
a. R Squared = .621 (Adjusted R
Squared = .589)
4.
Produce a line
graph instead of a boxplot for this problem. Follow directions in course
SPSS tutorial for setting up a line graph. (2 pts)
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5.
Conduct a two way ANOVA to evaluat difference among the
groups, according to gender and disability status of the child, in the amount
of time fathers spent playing with their children (2 pts)
Between-Subjects Factors
Value Label
N
Disability status of the child
1
Typically Developing
20
2
Physical Disability
20
3
Mental Retardation
20
Gender of Child
1
Male
29
2
Female
31
Descriptive Statistics
Dependent
Variable: play
Disability status of the child
Gender of Child
Mean
Std. Deviation
N
Typically Developing
Male
7.30
1.829
10
Female
6.80
2.201
10
Total
7.05
1.986
20
Physical Disability
Male
3.00
1.563
10
Female
3.40
1.897
10
Total
3.20
1.704
20
Mental Retardation
Male
3.22
1.716
9
Female
4.00
1.612
11
Total
3.65
1.663
20
Total
Male
4.55
2.613
29
Female
4.71
2.369
31
Total
4.63
2.470
60
Levene’s Test of Equality of Error Variancesa
Dependent
Variable: play
F
df1
df2
Sig.
.427
5
54
.828
Tests the null hypothesis that the
error variance of the dependent variable is equal across groups.
a. Design: Intercept + disable +
gender + disable * gender
Tests of Between-Subjects Effects
Dependent
Variable: play
Source
Type III Sum of Squares
df
Mean Square
F
Sig.
Partial Eta Squared
Corrected Model
182.278a
5
36.456
11.081
.000
.506
Intercept
1276.571
1
1276.571
388.025
.000
.878
disable
178.579
2
89.289
27.140
.000
.501
gender
.763
1
.763
.232
.632
.004
disable * gender
4.294
2
2.147
.653
.525
.024
Error
177.656
54
3.290
Total
1648.000
60
Corrected Total
359.933
59
a. R Squared = .506 (Adjusted R
Squared = .461)
Estimates
Dependent
Variable: play
Disability status of the child
Mean
Std. Error
95% Confidence Interval
Lower Bound
Upper Bound
Typically Developing
7.050
.406
6.237
7.863
Physical Disability
3.200
.406
2.387
4.013
Mental Retardation
3.611
.408
2.794
4.428
Pairwise Comparisons
Dependent
Variable: play
(I) Disability status of the child
(J) Disability status of the child
Mean Difference (I-J)
Std. Error
Sig.b
95% Confidence Interval for Differenceb
Lower Bound
Upper Bound
Typically Developing
Physical Disability
3.850*
.574
.000
2.700
5.000
Mental Retardation
3.439*
.575
.000
2.286
4.592
Physical Disability
Typically Developing
-3.850*
.574
.000
-5.000
-2.700
Mental Retardation
-.411
.575
.478
-1.564
.742
Mental Retardation
Typically Developing
-3.439*
.575
.000
-4.592
-2.286
Physical Disability
.411
.575
.478
-.742
1.564
Based on estimated marginal means
*. The mean difference is significant
at the .05 level.
b. Adjustment for multiple
comparisons: Least Significant Difference (equivalent to no adjustments).
6.
I would use a three way comparison I would say by
looking at the graph and data the data shows some significance and in order to
maintain the intergrity of the study and data a three way comparison would be
used.(2 pts)
7.
All homework âResults sectionsâ should follow the
example given in the Course Content document âWriting Results of Statistical
Tests in APA Formatâ (note: you do not have to refer to a figure). (2 pts)
Tests of Between-Subjects Effects
Dependent
Variable: play
Source
Type III Sum of Squares
df
Mean Square
F
Sig.
Partial Eta Squared
Corrected Model
182.278a
5
36.456
11.081
.000
.506
Intercept
1276.571
1
1276.571
388.025
.000
.878
disable
178.579
2
89.289
27.140
.000
.501
gender
.763
1
.763
.232
.632
.004
disable * gender
4.294
2
2.147
.653
.525
.024
Error
177.656
54
3.290
Total
1648.000
60
Corrected Total
359.933
59
a. R Squared = .506 (Adjusted R
Squared = .461)
A 3×3 Anova was conducted to determine the
effects of three disability conditions (mental retardation, typical
development, and physical disability) and two genders. F
(1,54) = 27.140, p<.001 = .0/msohtmlclip1/01/clip_image003.gif" alt="Description: http://upload.wikimedia.org/math/1/6/b/16b3a81e2691e5f5e68b602a17592b40.png">= .50
8.
Produce a line
graph instead of a boxplot for this problem. Follow directions in course
SPSS tutorial for setting up a line graph. (2 pts)
.0/msohtmlclip1/01/clip_image005.jpg”>
Part Two:
1.
A health psychologist is interested in the effects of
exercise on stress in people who regularly exercise. Specifically, she is
interested in the type of exercise as well as the time of day that the
individual exercises. She recruits participants from a local health club who
regularly participate in one of three types of exercise: swimming, aerobics, and tennis. She further
divides these participants by whether they exercise in the morning or the
evening. She then administers a questionnaire to each individual assessing
their self-reported stress level. (HIGHER SCORE = HIGHER STRESS). Conduct a two-way ANOVA to analyze these data.
Use Tukeyâs test in order to conduct any necessary post hoc analyses if there
are significant main effects. You do not have to follow up on significant
interactions at this time.
The steps will be the same as the
ones you have been practicing in Part One of the assignmentâthe only difference
is that you are now responsible for creating the data file as well. Remember to
name and define your variables under the âVariable View,â then return to the
âData Viewâ to enter the data. (2 pts for output, – 1 pt if no post hoc)
Morning
Swimming
Aerobics
Tennis
10
16
12
16
9
19
21
16
18
17
21
18
14
Evening
14
13
8
12
12
17
12
14
9
10
12
15
19
14
2.
Write an APA-style results section describing the
outcome. All homework âResults sectionsâ should follow the example given in the
Course Content document âWriting Results of Statistical Tests in APA Formatâ
(note: you do not have to refer to a figure). For the two-way ANOVA, be sure to
include statistical statements concerning the F ratios and p values for both
main effects and the interaction, and interpretation statements about all 3 of
these effects. (2 pts)
3.
Is there a significant interaction effect? (2 pts)
4.
Based on your results, is there one type of exercise
that seems more effective in reducing stress than the others? Remember that
higher scores = higher stress. (2 pts)
This assignment is due by 11:59 p.m. (ET) on Monday of
Module/Week 4.
Part Three: Cumulative Homework
1. An investigator in child development research
is studying the development of object permanence â the understanding that an
object still exists even if its out of sight. She tests three groups of infants
â ten who are 9 months old, 8 who are 12 months old, and 10 who are 15 months
old. She presents each of the infants with 10 trials. On each trial, a toy is
first shown to the child and then covered with a piece of cloth. The infant
demonstrates object permanence if he or she looks for the object when itâs covered.
Each infant is given a score for the number of trials (out of 10) on which he or
she shows object permanence. Is there a significant difference between the
groups on demonstrations of object permanence? Choose the correct test to
analyze this question, set up the SPSS file, and run the analysis. Follow the
directions under the table below.
9 Months
8, 3, 4, 6, 5, 4, 9, 2, 0, 1
12 Months
10, 5, 6, 7, 6, 5, 10, 3
15 Months
10, 8, 9, 9, 8, 7, 9, 6, 6, 8
a)
Paste appropriate SPSS output. (2 pts)
b)
Paste appropriate SPSS graph. (2 pts)
c)
Write an APA-style results section describing the
outcome. All homework âResults sectionsâ should follow the example given in the
Course Content document âWriting Results of Statistical Tests in APA Formatâ
(note: you do not have to refer to a figure). (2 pts)
2.
A researcher wanted to investigate whether there was a
difference in satisfaction ratings in an assisted living facility between
residents who had a pet with them vs. those who did not have a pet. She administered a scale asking them to rate
their overall satisfaction with the facility.
Did having a pet have an impact on the residentsâ overall satisfaction
levels? Choose the correct test to analyze this question, set up the SPSS file,
and run the analysis. Follow the directions under the table below (on next
page).
Pet
47
42
35
46
49
39
40
46
52
40
No Pet
30
25
24
42
28
25
a)
Paste appropriate SPSS output. (2 pts)
b)
Paste appropriate SPSS graph. (2 pts)
c)
Write an APA-style results section describing the
outcome. All homework âResults sectionsâ should follow the example given in the
Course Content document âWriting Results of Statistical Tests in APA Formatâ
(note: you do not have to refer to a figure). (2 pts)
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