A score which is at the 95th percentile must exceed
A) at least 5% of the scores
B) at least 95% of the scores
C) at least 45% of the scores
D) at least the lowest 47.50% of the scores
Correct Answer:
Verified
Q4: One major defect of the range is
Q5: The standard deviation is a measure of
A)
Q6: The third quartile begins between the
A) 1st
Q7: Specific points may be located on any
Q8: Of the following, which should not be
Q10: When a student takes a 600-item standardized
Q11: The concept of "individual differences" may best
Q12: A score which falls at the 50th
Q13: The fifth decile coincides with the
A) 50th
Q14: The difference between the highest and lowest
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