Question

5 mg 10 mg 20 mg 9 8 11 5 5 9 4 5 9 4 8 9 10 yr 6 7 10 Mean 6.60 9.60 5.60 28 Total 33 48 SS 17.20 9.20 3.20 8 9 6 6 5 4 8 6A study examined the effects of Ritalin (for attention deficit hyperactivity disorder) and age of participants on a simple memory task. Carry out the correct hypothesis test with α = .05. Do include a summary table. Provide a conclusion for each effect found. If there is a significant effect: 1) How much variance is explained for that effect? 2) You may skip the post hoc tests.

N = 30

Σ X T o t a l 2 = 1 , 521

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Answer #1

Solution:

Given the information on the effects of Ritalin (for attention deficit hyperactivity disorder) and age of participants on a simple memory task. we have to carry out the correct hypothesis test with α = .05.

We perform two way ANOVA to test the hypotesis.

1) Ho: There is no difference between the Ritalin.

   H1: At least one of the Retalin is significantly different from the others.

2) Ho: There is no difference between the age.

    H1: there is a significant difference between the age.

5 mg 10 mg 20 mg age 10 yr 9 8 11 5 5 9 4 5 9 4 8 9 7 10 6 8 20 yr 9 6 6 4 5 6 7 8 5 4 8 8 8 4

Anova: Two-Factor With Replication SUMMARY 5 mg 10 0 mg 20 mg Total 10 yr 5 33 48 Count Sum Average Variance 5 28 5.6 4.3 5 1

From the summary table of 10 year people, we see that the mean of 20 mg is maximum 9.6 with a variance of 0.8, while the mean 5 mg is minimum 5.6 with a variance of 4.3.

From the summary table of 20 year people, we see that the mean of 10 mg is maximum 7.2 with a variance of 2.7 while the mean 20 mg is minimum 5.8 with a variance of 3.2

From the ANOVA table, We see that the p-value of Age is 0.1653, which is greater than 0.05, so we fail to reject Ho at 5% level and conclude that there is no significant effect between the ages.

The p-value od Retalin is 0.0711 which is greater than 0.05, so we fail to reject Ho at 5% level and conclude that there is no significant effect between the Retalin.

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