Given :
$$ Q_{n+1}=Q_n+\frac{1}{n}[R_n - Q_n] $$
I'm attempting to understand the value of $Q_n$
Is the following correct ? :
$$ Q_{n}=Q_{n-1}+\frac{1}{n-1}[R_{n-1} - Q_{n-1}] $$
Given :
$$ Q_{n+1}=Q_n+\frac{1}{n}[R_n - Q_n] $$
I'm attempting to understand the value of $Q_n$
Is the following correct ? :
$$ Q_{n}=Q_{n-1}+\frac{1}{n-1}[R_{n-1} - Q_{n-1}] $$
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