Popoviciu's inequality on variances
= Popoviciu's inequality on variances
{c}
{wiki}
= Popoviciu inequality on variances
{c}
{synonym}
If a <random variable> $X$ takes values in $[m,M]$, then
$$
\operatorname{Var}(X)\leq\frac{(M-m)^2}{4}.
$$
= Popoviciu's inequality on variances
{c}
{wiki}
= Popoviciu inequality on variances
{c}
{synonym}
If a <random variable> $X$ takes values in $[m,M]$, then
$$
\operatorname{Var}(X)\leq\frac{(M-m)^2}{4}.
$$