It Is Possible for an Estimator Of ${ } ^ { \mu } \gamma$

Multiple Choice

It is possible for an estimator of ${ } ^ { \mu } \gamma$ to be inconsistent while

A) converging in probability to ${ } ^ { \mu } \gamma$
B) S_n $\stackrel { p } { \rightarrow }$ ${ } ^ { \mu } \gamma$
C) unbiased.
D) Pr $\left[ \left| S _ { n } - \mu _ { Y } \right| \geq \delta \right]$ ? 0.