Knowee
Questions
Features
Study Tools

Question 1You can examine Levene's test for homogeneity to more formally test which of the following assumptions?1 pointthe assumption of errors being normally distributedthe assumption of equal variancesthe assumption of independent observationsthe assumption of treatments being randomly assigned

Question

Question 1You can examine Levene's test for homogeneity to more formally test which of the following assumptions?1 pointthe assumption of errors being normally distributedthe assumption of equal variancesthe assumption of independent observationsthe assumption of treatments being randomly assigned

🧐 Not the exact question you are looking for?Go ask a question

Solution

Levene's test is used to verify the assumption of equal variances. This test checks if the variance is the same across your different groups of independent variables. So, the correct answer is "the assumption of equal variances".

Similar Questions

Researcher Quizes R Grate obtains a significant Levene’s test. What has happened? The assumption of homogeneity of variance has been violated Quizes has found out they have an inflated chance of making a Type I error Quizes’ dependent variable was measured on an interval scale The assumption of independence has been violated

Which of the following statements about the assumption of sphericity is NOT true?It is automatically met when an independent variable has only two levelsIt is the repeated measures equivalent of homogeneity of variancesIt is tested using Mauchley's test in SPSSIt is tested using Levene's test in SPSSQuestion 9

Which of these is not an assumption of the two-sample t-test?Question 3Answera.Independenceb.Homogeneity of variancec.Normalityd.Sphericity

Only one of these statements is wrong. Which is it?Question 14Answera.A one-sample t-test assumes homogeneity of varianceb. A two-sample t-test assumes homogeneity of variancec.A one-sample t-test assumes normalityd.A paired t-test assumes normality

HOW DO YOU TEST FOR THESE ASSUMPTIONS

1/1

Upgrade your grade with Knowee

Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.