Solution: X_1,...,X_64 are identically distributed independent random variables such that E(X_i)=3.1 and Var(X_i)=9 . What is the standard deviation of
Question: \({{X}_{1}},...,{{X}_{64}}\) are identically distributed independent random variables such that
\(E({{X}_{i}})=3.1\) and \(Var({{X}_{i}})=9\) . What is the standard deviation of their average?
In other words, what is the standard deviation of \(X=\frac{{{X}_{1}}+...+{{X}_{64}}}{64}\) ?
Deliverable: Word Document 
(Solution Library) T he distribution function of X is given by F(x)=0
(Solved) Let a random variable X be given by its distribution
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[Solution] For the function f(x)=(x+1)e^x find the following:
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[Solution] Prove that lim (e^2x)/(x)^n=∞ , as x→ ∞
(See Solution) Find the antiderivatives of the following functions:
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