What is the strength of evidence against observed study results happening by chance alone? O Very strong O Moderate O Weak O We cannot determine the strength of evidence from this plot.
What is the strength of evidence against observed study results happening by chance alone? O Very strong O Moderate O Weak O We cannot determine the strength of evidence from this plot.
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
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Transcribed Image Text:The article "Freedom of What?" (Associated Press, February 1, 2005) described a study in which high school students and high school
teachers were asked whether they agreed with the following statement: "Students should be allowed to report controversial issues in
their student newspapers without the approval of school authorities." Researchers hypothesized that the long-run proportion of high
school teachers who would agree with the statement would differ from the long-run proportion of high school students who would
agree. Two random samples - 8,000 high school teachers and 10,000 high school students were selected from high schools in the U.S.
It was reported that 39% of the teachers surveyed and 58% of the students surveyed agreed with the statement.
A simulated null distribution of 1,000 differences in proportions created by using the Two Proportion applet is shown below.
Total shuffles - 1000
251
Number of shuffles
20
Mean -0.000
SD-0.007
LUL
0.024
-0.026 -0,016 -0.006 0.004 0.014
Shuffled diff in proportions
What is the strength of evidence against observed study results happening by chance alone?

Transcribed Image Text:The article "Freedom of What?" (Associated Press, February 1, 2005) described a study in which high school students and high school
teachers were asked whether they agreed with the following statement: "Students should be allowed to report controversial issues in
their student newspapers without the approval of school authorities." Researchers hypothesized that the long-run proportion of high
school teachers who would agree with the statement would differ from the long-run proportion of high school students who would
agree. Two random samples - 8,000 high school teachers and 10,000 high school students were selected from high schools in the U.S.
It was reported that 39% of the teachers surveyed and 58% of the students surveyed agreed with the statement.
A simulated null distribution of 1,000 differences in proportions created by using the Two Proportion applet is shown below.
Total shuffles - 1000
251
Number of shuffles
20
Mean -0.000
SD-0.007
LUL
0.024
-0.026 -0,016 -0.006 0.004 0.014
Shuffled diff in proportions
What is the strength of evidence against observed study results happening by chance alone?
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