Including a blocking factor that is not effective in randomized block ANOVA could result in _______.
A) increasing the probability of a Type II error
B) decreasing the probability of a Type II error
C) decreasing the probability of a Type I error
D) increasing the probability of a Type I error
Correct Answer:
Verified
Q1: The sum of squares _ measures the
Q2: If the main factor for randomized block
Q3: A _ represents the number of data
Q4: Consider the partially completed two- way
Q6: The _ is another term for the
Q7: A _ in two- way ANOVA is
Q8: A(n) _ in ANOVA describes a category
Q9: Which of the following statements is not
Q10: Rejecting the null hypothesis for interaction in
Q11: The _ provides an estimate for the
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