Onefactor ANOVA with two groups is equivalent to a twotailed

One-factor ANOVA with two groups is equivalent to a two-tailed t-test.

We might now be able to reject the null hypothesis.

True

False

Tukey\'s test is similar to a two-sample t-test except that it pools the variances for all c samples.

True

False

Using one-factor ANOVA with 30 observations we find at ? = .05 that we cannot reject the null hypothesis of equal means. We increase the sample size from 30 observations to 60 observations and obtain the same value for the sample F-test statistic. Which is correct?

	We cannot reject H₀ since we obtained the same F-value.
	It is impossible to get the same F-value for n = 60 as for n = 30.
	We surely must reject H₀ for 60 observations.
	We might now be able to reject the null hypothesis.

True

It is impossible to get the same F-value for n = 60 as for n = 30.

$One-factor ANOVA with two groups is equivalent to a two-tailed t-test. We might now be able to reject the null hypothesis. True False Tukey\'s test is similar t$

Onefactor ANOVA with two groups is equivalent to a twotailed

Solution

Get Help Now

Submit a Take Down Notice