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

question 67

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.

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