The two prior tables consist of the output of the statistical computing package. Considering these results, select which of the following statements about the result are true. Assume that your chosen significance level is a = .05. (Note: Recall that p in the statements that follow indicates the p- value-that is, the probability of obtaining this result if the null hypothesis were true. These results are hypothetical.) What do the results of the two-factor analysis of variance indicate? Check all that apply. O There is no significant main effect for diet (F(1, 54) = 14.181, p = 0.000). O There is a significant main effect for gender (F(1, 54) = 14.181, p = 0.000). O There is no significant main effect for gender (F(1, 54) = 3.752, p = 0.030). O There is a significant effect for the interaction between gender and diet (F(2, 54) = 350.149, p 0.000).
The two prior tables consist of the output of the statistical computing package. Considering these results, select which of the following statements about the result are true. Assume that your chosen significance level is a = .05. (Note: Recall that p in the statements that follow indicates the p- value-that is, the probability of obtaining this result if the null hypothesis were true. These results are hypothetical.) What do the results of the two-factor analysis of variance indicate? Check all that apply. O There is no significant main effect for diet (F(1, 54) = 14.181, p = 0.000). O There is a significant main effect for gender (F(1, 54) = 14.181, p = 0.000). O There is no significant main effect for gender (F(1, 54) = 3.752, p = 0.030). O There is a significant effect for the interaction between gender and diet (F(2, 54) = 350.149, p 0.000).
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Topic Video
Question
![Set: Parametric Hypotnesis Testing Comparing Two or More Means: Interpreting SPSS
Mediterrariean
552.792
240.004
20
Total
515.425
241.820
60
Test of Between-Subjects Effects
Source
Sum of Squares
df
Mean Square
Sig
Corrected Model
991,920
198,384
4.358
0.002
Intercept
15,939,766
1
15,939,766
350.149
0.000
GENDER
645,568.63
1
64,5569
14.181
0.000
DIET
341,645.36
170,823
3.752
0.030
GENDER*DIET
4,705.87
2,353
0.052
0.950
Error
2,458,230.04
54
45,523
Total
19,389,915
60
Corrected Total
3,450,150
59
The two prior tables consist of the output of the statistical computing package. Considering these results, select which of the following statements
about the result are true. Assume that your chosen significance level is a = .05. (Note: Recall that p in the statements that follow indicates the p-
value-that is, the probability of obtaining this result if the null hypothesis were true. These results are hypothetical.)
What do the results of the two-factor analysis of variance indicate? Check all that apply.
O There is no significant main effect for diet (F(1, 54) = 14.181, p = 0.000).
O There is a significant main effect for gender (F(1, 54) = 14.181, p = 0.000).
O There is no significant main effect for gender (F(1, 54) = 3.752, p = 0.030).
O There is a significant effect for the interaction between gender and diet (F(2, 54) = 350.149, p = 0.000).
MacBook Air](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd647de80-073e-47f8-8715-47eee3123b7b%2F18f95675-64df-4daa-9c65-5ee449f934f1%2F9zek71m_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Set: Parametric Hypotnesis Testing Comparing Two or More Means: Interpreting SPSS
Mediterrariean
552.792
240.004
20
Total
515.425
241.820
60
Test of Between-Subjects Effects
Source
Sum of Squares
df
Mean Square
Sig
Corrected Model
991,920
198,384
4.358
0.002
Intercept
15,939,766
1
15,939,766
350.149
0.000
GENDER
645,568.63
1
64,5569
14.181
0.000
DIET
341,645.36
170,823
3.752
0.030
GENDER*DIET
4,705.87
2,353
0.052
0.950
Error
2,458,230.04
54
45,523
Total
19,389,915
60
Corrected Total
3,450,150
59
The two prior tables consist of the output of the statistical computing package. Considering these results, select which of the following statements
about the result are true. Assume that your chosen significance level is a = .05. (Note: Recall that p in the statements that follow indicates the p-
value-that is, the probability of obtaining this result if the null hypothesis were true. These results are hypothetical.)
What do the results of the two-factor analysis of variance indicate? Check all that apply.
O There is no significant main effect for diet (F(1, 54) = 14.181, p = 0.000).
O There is a significant main effect for gender (F(1, 54) = 14.181, p = 0.000).
O There is no significant main effect for gender (F(1, 54) = 3.752, p = 0.030).
O There is a significant effect for the interaction between gender and diet (F(2, 54) = 350.149, p = 0.000).
MacBook Air
![IDNUM
GENDER
CALORIES_DEC
DIET
001
1.
201
2
002
2
659
003
2
452
004
1
211
2
005
56
When setting up your analysis, you place the variables
in the Fixed Factor box. You also place the variable
in the Dependent List box.
Descriptives
CALORIES_DEC
GENDER
DIET
Mean
Std Deviation
Female
Low-carbohydrate
314.739
253.555
10
Low-fat
467.306
144.100
10
Mediterranean
453.046
200.772
10
Total
411.697
209.293
30
Male
Low-carbohydrate
505.609
234.949
10
Low-fat
699.311
158.372
10
Mediterranean
652.538
259.789
10
Total
619.153
230.013
30
Total
Low-carbohydrate
410.174
257.271
20
Low-fat
583.308
189.424
20
Mediterranean
552.792
248.064
20
MacBook Air](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd647de80-073e-47f8-8715-47eee3123b7b%2F18f95675-64df-4daa-9c65-5ee449f934f1%2F2dgrbjk_processed.jpeg&w=3840&q=75)
Transcribed Image Text:IDNUM
GENDER
CALORIES_DEC
DIET
001
1.
201
2
002
2
659
003
2
452
004
1
211
2
005
56
When setting up your analysis, you place the variables
in the Fixed Factor box. You also place the variable
in the Dependent List box.
Descriptives
CALORIES_DEC
GENDER
DIET
Mean
Std Deviation
Female
Low-carbohydrate
314.739
253.555
10
Low-fat
467.306
144.100
10
Mediterranean
453.046
200.772
10
Total
411.697
209.293
30
Male
Low-carbohydrate
505.609
234.949
10
Low-fat
699.311
158.372
10
Mediterranean
652.538
259.789
10
Total
619.153
230.013
30
Total
Low-carbohydrate
410.174
257.271
20
Low-fat
583.308
189.424
20
Mediterranean
552.792
248.064
20
MacBook Air
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