If the random variable X has a mean of µ and a standard deviation $\sigma$ then (X - µ)/ $\sigma$ has a mean and standard deviation respectively:
C)1 and 0
D)0 and 1

Question

If the random variable X has a mean of µ and a standard deviation  $\sigma$ then (X - µ)/ $\sigma$ has a mean and standard deviation respectively:
C)1 and 0 
D)0 and 1

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The Answer of If the random variable X has a mean of µ and a standard deviation  $\sigma$ then (X - µ)/ $\sigma$ has a mean and standard deviation respectively:
C)1 and 0 
D)0 and 1

If the Random Variable X Has a Mean of µ σ\sigmaσ

If the Random Variable X Has a Mean of µ $\sigma$