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A measure of the degree of association among a pair of variables.

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Sample size estimation for regression coefficient

$N = \Big(\frac{z_{(1-\alpha/2)}}{w}\Big)^2\Big(\frac{1-R^2}{1-R^2_{XX_j}}\Big) + p + 1$ where $R^2$ represents the population multiple correlation coefficient predicting the criterion (dependent) variable … $Y$ from the $p$ predictor variables and $R^2_{XX_j}$ represents the population multiple correlation coefficient predicting the $j$th predictor from the remaining $p − 1$ predictors. …
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