If the mean of a normal distribution were equal to 100, and a raw score of 99 was found to be at the 10th percentile, then
A) the standard deviation must be extremely small
B) the standard deviation must be extremely large
C) the standard deviation must be less than the z score
D) the standard deviation could not be calculated from this information
Correct Answer:
Verified
Q14: Any percentile which is greater than 50
Q15: When converting percentiles into z scores, it
Q16: All z scores falling to the left
Q17: A z score of +3.00, means that
A)
Q18: If someone were to score at the
Q20: A z score of -1.50 indicates that
Q21: The range of the T score distribution
Q22: A T score of 30 is equal
Q23: The value of the standard deviation of
Q24: A T score of 60 is exactly
A)
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