A study done by the Center for Academic Integrity at Rutgers University surveyed 2116 students at 21 colleges and universities. Some of the schools had an "honor code"and others did not. Of the students at schools with an honor code, 7% reported having plagiarized a paper via the Internet, while at schools with no honor code, 13% did so. (Sacramento Bee, Feb 29, 2000, D1.) Although the data provided are not sufficient to carry out a chi-square test of the relationship between whether or not a school has an honor code and whether or not a student would plagiarize a paper via the Internet, suppose such a test were to show a statistically significant relationship on the basis of this study. What would be the correct conclusion?
A) Because this is an observational study, it can be concluded that implementing an honor code at a college or university will reduce the risk of plagiarism.
B) Because this is a randomized experiment, it can be concluded that implementing an honor code at a college or university will reduce the risk of plagiarism.
C) Because this is an observational study and confounding variables are likely, it cannot be concluded that implementing an honor code at a college or university will reduce the risk of plagiarism.
D) Because this is a randomized experiment and confounding variables are likely, it cannot be concluded that implementing an honor code at a college or university will reduce the risk of plagiarism.
Correct Answer:
Verified
Q72: Use the following information for questions:
In
Q73: Use the following information for questions:
In
Q74: Use the following information for questions:
Q75: Use the following information for questions:
Students in
Q76: Use the following information for questions:
Students
Q78: The statistical significance of the association or
Q79: The following two-way cross-tabulation (contingency table) of
Q80: A statistically significant relationship between two categorical
Q81: What is the primary purpose of doing
Q82: A chi-square test involves a set of
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