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<math>U = n S^2 / \sigma^2 \sim \chi^2 _ {n-1}</math>.
Now suppose we need to test the coefficient of variation, <math>\rho = \mu /\sigma </math>. While
<math>R = \frac {\overline{x} S} {s \sigma} - \frac{\overline{X}- \mu} {\sigma}
= \frac {\overline{x}} {s} \frac {\sqrt{U}} {\sqrt{n}} ~-~ \frac {Z} {\sqrt{n}} </math>,
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