Hi,

I'm trying to show that in probability

$\displaystyle

\sqrt {n} * [\overline X_n - EX ] \rightarrow 0

$

*** Edit: See note below - just not sure how to proceed. ***

Would it be correct to manipulate the function to get to the following, to eliminate the sqrt(n) ?

$\displaystyle

\sqrt {\frac {1}{n}} * \sum_{i=1}^n (x_i - EX_i ) \rightarrow 0

$

Thanks!