I’m interested in whether or not kids get hyper based on the type of drink they consume. I measure/define “hyper” as the time they spend running around. I recruited six kids to try 4 different drinks: water (my control), milk, Coke, and Coffee. I record the time (in minutes) spent running around after consuming each beverage. Using the data below, run a repeated measures ANOVA and assess whether the type of beverage impacts how much time kids spend active at an alpha level of 0.05.   Kid Water Milk Coke Coffee Row means 1 5 3 10 12   2 6 3 12 15   3 4 4 9 14   4 4 4 14 16   5 7 4 13 15   6 5 3 10 15   1. Fill in the ANOVA summary tables below:    Source Sum of Squares df MS (Variance) F Between-groups (Drink) ________ 3 _____ _____ Error ________ _____ _____   Total ________ _____       Source Sum of Squares df Between-persons ________ _____ 2. What do we conclude? 3. Using a bonferroni correction, run a posthoc test on type of drink and report any specific differences. (Which groups are significantly different? - alpha of 0.05 as criteria).

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter4: Equations Of Linear Functions
Section4.5: Correlation And Causation
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I’m interested in whether or not kids get hyper based on the type of drink they consume. I measure/define “hyper” as the time they spend running around. I recruited six kids to try 4 different drinks: water (my control), milk, Coke, and Coffee. I record the time (in minutes) spent running around after consuming each beverage. Using the data below, run a repeated measures ANOVA and assess whether the type of beverage impacts how much time kids spend active at an alpha level of 0.05.

 

Kid

Water

Milk

Coke

Coffee

Row means

1

5

3

10

12

 

2

6

3

12

15

 

3

4

4

9

14

 

4

4

4

14

16

 

5

7

4

13

15

 

6

5

3

10

15

 

1. Fill in the ANOVA summary tables below:

  

Source

Sum of Squares

df

MS (Variance)

F

Between-groups (Drink)

________

3

_____

_____

Error

________

_____

_____

 

Total

________

_____

 

 

 

Source

Sum of Squares

df

Between-persons

________

_____

2. What do we conclude?

3. Using a bonferroni correction, run a posthoc test on type of drink and report any specific differences. (Which groups are significantly different? - alpha of 0.05 as criteria).



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