Consistency for the Sample Average $\bar { Y }$ Can Be Defined as Follows, with the Exception of
A)

Multiple Choice

Consistency for the sample average $\bar { Y }$ can be defined as follows, with the exception of

A) $\bar { Y }$ converges in probability to $\mu_y$
B) $\bar { Y }$ has the smallest variance of all estimators.
C) $\bar { Y } \xrightarrow{P} \mu _ { y}$
D) the probability of $\bar { Y }$ being in the range $\mu_y$ ± c becomes arbitrarily close to one as n increases for any constant c > 0.