The Central limit theorem says:
with for
in other words:
I have no idea how to do this......
Any help will be apreaciated
Let be a sequence of iid random variabled such that and .
Consider the sequence of real numbers:
Proof that:
Where:
Edit: I know I have to use Central limit theorem, but I'm doubtful cuz of that a_n thing inside PHI
Thank you, but what happens when I have a sequence...
The sequence is going to infinity... so, I don't know if I can use straight the central limit theorem
EDIT:
Oh... I got it...
So, the sequence in this case would be:
( x - n*u )/( sqrt(n)*Sigma)
Thank you buddy.