A school psychologist surveyed 75 students (both boys and girls) who had been reported as "bullies" and asked them which bullying method they used most often: physical, verbal, psychological, or cyber-bullying. The results and an excerpt from this fictitious study follow: ![A school psychologist surveyed 75 students (both boys and girls) who had been reported as bullies and asked them which bullying method they used most often: physical, verbal, psychological, or cyber-bullying. The results and an excerpt from this fictitious study follow: Excerpt: Based on a chi-square test for independence, there was a significant association between gender and bullying method, χ<sup>2</sup> (3, N = 75) = 11.85, p < .05. -The phi coefficient for this study is A) √(11.85<sup>2</sup>/75) = 1.37 B) √(11.85/75<sup>2</sup>) = .05 C) √[11.85<sup>2</sup>/(75-1) ] = 1.38 D) √(11.85/75) = .40](https://d2lvgg3v3hfg70.cloudfront.net/TB2971/11ec9d25_91ec_5cde_874e_3f08836fe458_TB2971_00.jpg)
Excerpt: "Based on a chi-square test for independence, there was a significant association between gender and bullying method, χ2 (3, N = 75) = 11.85, p < .05."
-The phi coefficient for this study is
A) √(11.852/75) = 1.37
B) √(11.85/752) = .05
C) √[11.852/(75-1) ] = 1.38
D) √(11.85/75) = .40
Correct Answer:
Verified
Q28: A chi-square test would be appropriate for
Q29: According to Cohen's conventions for the phi
Q30: √(χ2/N)is the formula for
A)δ.
B)α.
C)φ.
D)μ.
Q31: based on the following scenario.
In a third
Q32: The formula for Cramer's phi statistic is
A)√(χ2/N/dfSmaller).
B)√(χ2/df).
C)√(χ2/N).
D)√[χ2/(N)(dfSmaller)]
Q34: In a study with 100 participants,an analysis
Q35: based on the following scenario.
In a third
Q36: A school psychologist surveyed 75 students (both
Q37: The phi coefficient is
A)always less than 0.
B)√(χ2/N).
C)always
Q38: The reporting of chi-square tests in research
Unlock this Answer For Free Now!
View this answer and more for free by performing one of the following actions
Scan the QR code to install the App and get 2 free unlocks
Unlock quizzes for free by uploading documents