Question

In: Statistics and Probability

Construct a data set of 15 whole numbers between 5 and 20. Separate them into three...

Construct a data set of 15 whole numbers between 5 and 20. Separate them into three equal groups (treatment conditions) twice, once where the resulting F ratio would be significant and once where the resulting F ratio would not be significant. Try to keep the within group variance as similar as possible across all SIX groups

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Expert Solution

Construct a data set of 15 whole numbers between 5 and 20. Separate them into three equal groups (treatment conditions) twice, once where the resulting F ratio would be significant and once where the resulting F ratio would not be significant. Try to keep the within group variance as similar as possible across all SIX groups

F ratio significant:

DATA:

Group1

Group2

Group3

6

11

16

7

12

17

8

13

18

9

19

14

15

10

20

One factor ANOVA

Mean

n

Std. Dev

9.0

5

3.54

Group1

13.0

5

3.54

Group2

17.0

5

2.24

Group3

13.0

15

4.47

Total

ANOVA table

Source

SS

   df

MS

F

   p-value

Treatment

160.00

2

80.000

8.00

.0062

Error

120.00

12

10.000

Total

280.00

14

F ratio not be significant

Data:

Group1

Group2

Group3

14

11

16

20

12

17

8

13

18

9

19

6

15

10

7

ANOVA:

One factor ANOVA

Mean

n

Std. Dev

13.2

5

4.87

Group1

13.0

5

3.54

Group2

12.8

5

5.81

Group3

13.0

15

4.47

Total

ANOVA table

Source

SS

   df

MS

F

   p-value

Treatment

0.40

2

0.200

0.01

.9915

Error

279.60

12

23.300

Total

280.00

14


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