If 50% of the cases fall above a given point, then 50% must also fall
A) below that point
B) between the mean and median
C) between the first and fifth deciles
D) none of these, since the distribution can never account for 100% of the
Correct Answer:
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Q1: When new scores that are close to
Q3: Of the following, which can be calculated
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
Q9: A score which is at the 95th
Q10: When a student takes a 600-item standardized
Q11: The concept of "individual differences" may best
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