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A Value of X May Be Converted to a Score z=XˉμσXˉz = \frac { \bar { X } - \mu } { \sigma \bar { X } }

Question 45

Multiple Choice

A value of X may be converted to a score on the standard normal distribution by using the formula.  A value of X may be converted to a score on the standard normal distribution by using the formula.    A)   z = \frac { \bar { X } - \mu } { \sigma \bar { X } }  B)   z = \frac { \bar { X } - \bar { X } \bar { A } } { \sigma _ { \bar { x } } }  C)   z = \frac { \bar { X } - \mu } { \sigma }  D)   z = \frac { \bar { X } - \mu } { \sigma ^ { 2 } }


A) z=XˉμσXˉz = \frac { \bar { X } - \mu } { \sigma \bar { X } }
B) z=XˉXˉAˉσxˉz = \frac { \bar { X } - \bar { X } \bar { A } } { \sigma _ { \bar { x } } }
C) z=Xˉμσz = \frac { \bar { X } - \mu } { \sigma }
D) z=Xˉμσ2z = \frac { \bar { X } - \mu } { \sigma ^ { 2 } }

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