Multiple Choice
Very large random samples of Catholics, Protestants, and people with no religious affiliation have been questioned about their opinions on capital punishment. On a ten point scale, the Protestants average 6.9, the Catholics averaged 7.0, and people with no religious affiliation averaged 7.1. These differences were tested by ANOVA and found to be statistically significant. What is the most reasonable conclusion?
A) This is a statistically significant and important difference
B) This difference may be statistically significant but it seems unimportant
C) This difference is due to random chance
D) The researcher should have used sample means rather than proportions in this situation
Correct Answer:

Verified
Correct Answer:
Verified
Q1: If we reject the null hypothesis in
Q12: The F ratio is equal to_.<br>A) SST
Q14: Stated generally, the null hypothesis for
Q15: In a test using ANOVA, the average
Q20: ANOVA proceeds by developing two separate estimates
Q21: In the ANOVA test, if the null
Q22: In the ANOVA test,what assumption must be
Q23: The research hypothesis for the ANOVA
Q32: ANOVA may be thought of as an
Q43: The null hypothesis for ANOVA states that<br>A)the