QUESTION 22 "If an ANOVA had 9 observations in each condition, calculate the value of SS-within treatments given the following information: T1 = 30.93, T2 = 44.66, and T3- 37.85. Sum squared scores for condition 1 = 392.92, condition 2 = 482.9, and condition 3 = 493.09"
QUESTION 22 "If an ANOVA had 9 observations in each condition, calculate the value of SS-within treatments given the following information: T1 = 30.93, T2 = 44.66, and T3- 37.85. Sum squared scores for condition 1 = 392.92, condition 2 = 482.9, and condition 3 = 493.09"
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
Question
22
![-measures experiment with four treatment conditions has a sample of n = 24 scores in each condition. The T-scores for each of the three conditions is T1 =
13,7, T2 = 28.5, T3 = 15.7, T4 = 17,5. What is SS-Between? (Be sure to round your response to the second decimal place)."
QUESTION 22
"If an ANOVA had 9 observations in each condition, calculate the value of SS-within treatments given the following information: T1 = 30.93, T2 = 44.66, and T3= 37.85.
Sum squared scores for condition 1 = 392.92, condition 2 = 482.9, and condition 3 = 493.09"
R
D
Alt](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F768cff42-4fc0-4de5-a163-cc0267ee5645%2Fb75e6260-f316-40d9-af3d-41cc9df838c4%2Frr4abfj_processed.jpeg&w=3840&q=75)
Transcribed Image Text:-measures experiment with four treatment conditions has a sample of n = 24 scores in each condition. The T-scores for each of the three conditions is T1 =
13,7, T2 = 28.5, T3 = 15.7, T4 = 17,5. What is SS-Between? (Be sure to round your response to the second decimal place)."
QUESTION 22
"If an ANOVA had 9 observations in each condition, calculate the value of SS-within treatments given the following information: T1 = 30.93, T2 = 44.66, and T3= 37.85.
Sum squared scores for condition 1 = 392.92, condition 2 = 482.9, and condition 3 = 493.09"
R
D
Alt
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