Diff for "FAQ/poolse" - CBU statistics Wiki
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Pooled Variance V = \frac{\sum_text{k}(n_text{k}-1)V_text{k}}{\Sum_text{k}(n_text{k}-1)} Pooled Variance V = \frac{\sum_text{k}(n_text{k}-1)V_text{k}}{\sum_text{k}(n_text{k}-1)}

How do I obtain a pooled mean standard error?

Suppose we have each of K people (or groups) which we wish to pool each with variances, $V_text{k}$ and mean $m_text{k}$ based on a sample of size $n_text{k}$.

$$ Pooled Variance V = \frac{\sum_text{k}(n_text{k}-1)V_text{k}}{\sum_text{k}(n_text{k}-1)} $$

$$ Pooled Mean Standard Error = \sqrt{V / \sum_text{k} n_text{k}}

None: FAQ/poolse (last edited 2014-07-25 11:10:50 by PeterWatson)