With i.i.d. sampling each of the following is true except
A) $E ( \bar { Y } ) = \mu _ { \gamma }$
B) $\operatorname { var } ( \bar { Y } ) = \sigma _ { Y } ^ { 2 } / n$
C) $E ( \bar { Y } )

Question

With i.i.d. sampling each of the following is true except
A) $E ( \bar { Y } ) = \mu _ { \gamma }$
B) $\operatorname { var } ( \bar { Y } ) = \sigma _ { Y } ^ { 2 } / n$
C) $E ( \bar { Y } ) < E ( Y )$
D)$\bar { Y }$  is a random variable.

Quizplus · Accepted Answer

The Answer of With i.i.d. sampling each of the following is true except
A) $E ( \bar { Y } ) = \mu _ { \gamma }$
B) $\operatorname { var } ( \bar { Y } ) = \sigma _ { Y } ^ { 2 } / n$
C) $E ( \bar { Y } ) < E ( Y )$
D)$\bar { Y }$  is a random variable.

With IID Sampling Each of the Following Is True Except A)

With IID Sampling Each of the Following Is True Except
A)