Question
Question 1 (3 points) Degrees of freedom for ANOVA is the same as for independent samples t-test Question 1 options: True False Question 2 (3
Question 1(3 points)
Degrees of freedom for ANOVA is the same as for independent samples t-test
Question 1 options:
True | |
False |
Question 2(3 points)
In ANOVA, sum of squares is very similar to variance except
Question 2 options:
it uses standard error instead | |
it is not scaled to sample size | |
it squares the quantity as a final step | |
it is an omnibus test |
Question 3(3 points)
You are interested in determining if there is a mean difference between people from Canada, Zimbabwe, and Germany. Which of the following would be the best to run?
Question 3 options:
ANOVA | |
t-test | |
confidence interval | |
Correlation |
Question 4(3 points)
You are interested in seeing if there is a mean difference between number off hours spent watching baseball for Yankees fans and Red Sox fans. You would most likely want to run which test?
Question 4 options:
ANOVA | |
Dependent (paired) samples t-test | |
Independent samples t-test | |
Correlation |
Question 5(3 points)
ANOVA is an omnibus test
Question 5 options:
True | |
False |
Question 6(4 points)
As sample size increases, t-tests are more likely to be....
Question 6 options:
It doesn't influence the statistic | |
Significant | |
Nonsignificant | |
Effective |
Question 7(4 points)
t-test 1: mean difference = 12
t-test 2: mean difference = 20
t-test 2 could be nonsignificant while t-test 1 could be significant
Question 7 options:
True | |
False |
Question 8(4 points)
The larger thet-statistic, the less likely it is to be significant
Question 8 options:
True | |
False |
Question 9(3 points)
If our sample size is _____, we often turn to the t-distribution
Question 9 options:
large | |
unknown | |
skewed | |
Small |
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