Solved

In an Experiment, = 10, = 200, and = 4000 μ\mu

Question 4

Multiple Choice

In an experiment, In an experiment, = 10, = 200, and = 4000. Which pairwise contrast will necessarily be significant? A) \mu <sub>2</sub>- \mu <sub>1</sub> B) \mu <sub>3</sub>- \mu <sub>1</sub> C) \mu <sub>3</sub>- \mu <sub>2</sub> D) None of the contrasts will necessarily be significant. = 10, In an experiment, = 10, = 200, and = 4000. Which pairwise contrast will necessarily be significant? A) \mu <sub>2</sub>- \mu <sub>1</sub> B) \mu <sub>3</sub>- \mu <sub>1</sub> C) \mu <sub>3</sub>- \mu <sub>2</sub> D) None of the contrasts will necessarily be significant. = 200, and In an experiment, = 10, = 200, and = 4000. Which pairwise contrast will necessarily be significant? A) \mu <sub>2</sub>- \mu <sub>1</sub> B) \mu <sub>3</sub>- \mu <sub>1</sub> C) \mu <sub>3</sub>- \mu <sub>2</sub> D) None of the contrasts will necessarily be significant. = 4000. Which pairwise contrast will necessarily be significant?


A) μ\mu 2- μ\mu 1
B) μ\mu 3- μ\mu 1
C) μ\mu 3- μ\mu 2
D) None of the contrasts will necessarily be significant.

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions

Q1: A one-factor fixed-effects ANOVA results in the

Q2: Applying the Dunn procedure, what is the

Q3: A researcher finds a significant omnibus F

Q5: A researcher conducts a study of different

Q6: If J = 3, which of

Q7: In an experiment, = 10, =

Q8: Dr. Guinea Pigg would like to

Q9: A researcher used Fisher's LSD to

Q10: A researcher conducts a study of different

Q11: A one-factor fixed-effects ANOVA is performed