Multiple Choice
In performing a two-way ANOVA for a two-factor factorial experiment under which of the following circumstances would we test the significance of the main effects?
A) Substantial interaction exists between factors 1 and 2.
B) Little or no interaction exists between factors 1 and 2.
C) The factor 1 sum of squares equals the factor 2 sum of squares.
D) We reject the null hypothesis of no interaction.
E) The error sum of squares is equal to the interaction sum of squares.
Correct Answer:

Verified
Correct Answer:
Verified
Q67: <span class="ql-formula" data-value="\begin{array} { l c c
Q68: Consider the following partial analysis of
Q69: Find Tukey's simultaneous 95 percent confidence
Q70: When computing Tukey simultaneous confidence intervals
Q71: When computing individual confidence intervals based
Q73: Test H<sub>0</sub>: there is no interaction between
Q74: Suppose that you analyze data from a
Q75: Consider the following partial analysis of
Q76: Looking at four different diets,a researcher
Q77: When using a randomized block design,each block