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Although Their Formulas Are Similar, One Primary Difference Between a Z-Score

Question 82

Multiple Choice

Although their formulas are similar, one primary difference between a z-score (z) and a t-statistic (t) is that the ______ of the formula for the t-statistic involves ______.


A) denominator; the variability of individual scores (Xs) , not the variability of sample means Although their formulas are similar, one primary difference between a z-score (z)  and a t-statistic (t)  is that the ______ of the formula for the t-statistic involves ______. A)  denominator; the variability of individual scores (Xs) , not the variability of sample means   B)  numerator; difference between a score (X)  and a population mean (μ)  C)  denominator; the variability of sample means   , not the variability of individual scores (Xs)  D)  numerator; the difference between a score (X)  and a sample mean
B) numerator; difference between a score (X) and a population mean (μ)
C) denominator; the variability of sample means Although their formulas are similar, one primary difference between a z-score (z)  and a t-statistic (t)  is that the ______ of the formula for the t-statistic involves ______. A)  denominator; the variability of individual scores (Xs) , not the variability of sample means   B)  numerator; difference between a score (X)  and a population mean (μ)  C)  denominator; the variability of sample means   , not the variability of individual scores (Xs)  D)  numerator; the difference between a score (X)  and a sample mean  , not the variability of individual scores (Xs)
D) numerator; the difference between a score (X) and a sample mean Although their formulas are similar, one primary difference between a z-score (z)  and a t-statistic (t)  is that the ______ of the formula for the t-statistic involves ______. A)  denominator; the variability of individual scores (Xs) , not the variability of sample means   B)  numerator; difference between a score (X)  and a population mean (μ)  C)  denominator; the variability of sample means   , not the variability of individual scores (Xs)  D)  numerator; the difference between a score (X)  and a sample mean

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