4) A study is designed to examine the how the eyes of a model in a magazine advertisement might affect the way a consumer views the product being advertised. Volunteers are assigned one of four ads for a fictional toothpaste, each with a photo of the same model. The only difference is that eyes are digitally made either brown, blue or green OR the model is in the same pose but looking downward so that the eyes are not visible. The variable measured is the viewer's attitude toward the brand. Find the values that go in the boxes for this table. You will enter those values as requested below. ANOVA: Single Factor SUMMARY Groups Blue Brown Green Down ANOVA Source of Variation Between Groups Within Groups Total Count 67 37 77 41 SS 24.419 613.138 A. Sum 214 137.8 297.2 127.4 df B. C. D. Average 3.194 3.724 3.859 3.107 MS E. F. Variance 3.079 2.942 2.775 2.326 F G. P-value H.

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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04.4 Box D) df(Total)
Type the value that goes in the box marked (D.)--just the number please
Save Answer
Q4.5 Box F) MSG
ANOVA: Single Factor
SUMMARY
Groups
Blue
Brown
Green
Down
ANOVA
Source of Variation
Between Groups
Within Groups
Total
Save Answer
04.6 Box F) MSE
Save Answer
04.7 Box G) find F
ANOVA: Single Factor
SUMMARY
Groups
Blue
Brown
Green
Down
ANOVA
Source of Variation
Type the value that goes in the box marked (E.)
Between Groups
Within Groups
Total
Count
67
37
77
41
Type the value that goes in the box marked (F.)
SS
Save Answer
24.419
613.138
A.
Q4.8 Box H) Find P-value
Count
67
37
SS
77
41
24,419
613.138
Sum
214
137.8
297.2
127.4
A.
df
B.
C.
D.
Sum
214
137 8
297.2
127.4
dif
|
B.
C.
Type the value that goes in the box marked (G.)
D.
Average
3.194
3.724
3,859
3.107
MS
E.
F.
Average
3.194
3.724
MS
E.
F.
3.859
3.107
Variance
3.079
2.942
2.775
2.326
F
G.
Variance
3.079
2.942
2.775
2.326
F
G.
For box (H.) please list your calculator command with inputs as well as your P-value:
P-value
H.
P-value
H.
Transcribed Image Text:04.4 Box D) df(Total) Type the value that goes in the box marked (D.)--just the number please Save Answer Q4.5 Box F) MSG ANOVA: Single Factor SUMMARY Groups Blue Brown Green Down ANOVA Source of Variation Between Groups Within Groups Total Save Answer 04.6 Box F) MSE Save Answer 04.7 Box G) find F ANOVA: Single Factor SUMMARY Groups Blue Brown Green Down ANOVA Source of Variation Type the value that goes in the box marked (E.) Between Groups Within Groups Total Count 67 37 77 41 Type the value that goes in the box marked (F.) SS Save Answer 24.419 613.138 A. Q4.8 Box H) Find P-value Count 67 37 SS 77 41 24,419 613.138 Sum 214 137.8 297.2 127.4 A. df B. C. D. Sum 214 137 8 297.2 127.4 dif | B. C. Type the value that goes in the box marked (G.) D. Average 3.194 3.724 3,859 3.107 MS E. F. Average 3.194 3.724 MS E. F. 3.859 3.107 Variance 3.079 2.942 2.775 2.326 F G. Variance 3.079 2.942 2.775 2.326 F G. For box (H.) please list your calculator command with inputs as well as your P-value: P-value H. P-value H.
4) A study is designed to examine the how the eyes of a model in a magazine advertisement might
affect the way a consumer views the product being advertised. Volunteers are assigned one of
four ads for a fictional toothpaste, each with a photo of the same model. The only difference is
that eyes are digitally made either brown, blue or green OR the model is in the same pose but
looking downward so that the eyes are not visible. The variable measured is the viewer's attitude
toward the brand.
Find the values that go in the boxes for this table. You will enter those values as requested below.
ANOVA: Single Factor
SUMMARY
Groups
Blue
Brown
Green
Down
ANOVA
Source of Variation
Between Groups
Within Groups
Total
Q4.1 Box A) Total SS
Save Answer
Q4.2 Box B) df(num)
Save Answer
Q4.3 Box C) df(denom)
ANOVA: Single Factor
SUMMARY
Groups
Blue
Brown
Green
Down
ANOVA
Source of Variation
Count
67
37
77
41
Between Groups
Within Groups
SS
Total
24.419
613.138
A.
Type the value that goes in the box marked (A.)--no rounding and just the number please
Type the value that goes in the box marked (B.)--just the number please
Count
67
37
77
41
SS
24.419
Sum
214
137.8
297.2
127.4
613.138
df
B.
C.
A.
D.
Sum
214
137.8
297.2
127.4
Average
3.194
3.724
3.859
3.107
df
B.
C.
MS
E.
D.
F.
Variance
3.079
2.942
2.775
2.326
Average
3.194
3.724
3.859
3.107
F
G.
MS
E.
F.
Variance
3.079
2.942
2.775
2.326
F
G.
P-value
H.
Type the value that goes in the box marked (C.)--just the number please
P-value
H.
Transcribed Image Text:4) A study is designed to examine the how the eyes of a model in a magazine advertisement might affect the way a consumer views the product being advertised. Volunteers are assigned one of four ads for a fictional toothpaste, each with a photo of the same model. The only difference is that eyes are digitally made either brown, blue or green OR the model is in the same pose but looking downward so that the eyes are not visible. The variable measured is the viewer's attitude toward the brand. Find the values that go in the boxes for this table. You will enter those values as requested below. ANOVA: Single Factor SUMMARY Groups Blue Brown Green Down ANOVA Source of Variation Between Groups Within Groups Total Q4.1 Box A) Total SS Save Answer Q4.2 Box B) df(num) Save Answer Q4.3 Box C) df(denom) ANOVA: Single Factor SUMMARY Groups Blue Brown Green Down ANOVA Source of Variation Count 67 37 77 41 Between Groups Within Groups SS Total 24.419 613.138 A. Type the value that goes in the box marked (A.)--no rounding and just the number please Type the value that goes in the box marked (B.)--just the number please Count 67 37 77 41 SS 24.419 Sum 214 137.8 297.2 127.4 613.138 df B. C. A. D. Sum 214 137.8 297.2 127.4 Average 3.194 3.724 3.859 3.107 df B. C. MS E. D. F. Variance 3.079 2.942 2.775 2.326 Average 3.194 3.724 3.859 3.107 F G. MS E. F. Variance 3.079 2.942 2.775 2.326 F G. P-value H. Type the value that goes in the box marked (C.)--just the number please P-value H.
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