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'''Distributio probabilistica''' variabilis fortuitaefortuiti <math>\,X</math> valoribus in <math>\R</math> '''symmetrica''' est, si centrum <math>c\in\R</math> exsistit, quo valet:
 
:<math>P(X\ge c+x) = P(X\le c-x) ~~ \mathrm{pro~omnibus~}x\in\R^+.</math>
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== Obliquitas ==
 
Si tertium [[momentum (statistica)|momentum]] variabilis fortuitaefortuiti <math>\,X</math> exsistit, <math>\,X</math> habet [[obliquitas|obliquitatem]]
 
:<math>\,\gamma_1=0,</math>
Receptum de "https://la.wikipedia.org/wiki/Distributio_probabilistica"