FX(x)=P(X≤x)
=P(X≤x;-∞<Y<+∞)
=∫[-∞;+∞]dy∫[-∞,x]f(x,y)dx
fx(x)=dFX(x)/dx=【∫[-∞;+∞]dy∫[-∞,x]f(x,y)dx】′
=∫[-∞;+∞]f(x,y)dy
=∫[-∞;0]f(x,y)dy+∫[0;x]f(x,y)dy+∫[x;+∞]f(x,y)dy
=.
FX(x)=P(X≤x)
=P(X≤x;-∞<Y<+∞)
=∫[-∞;+∞]dy∫[-∞,x]f(x,y)dx
fx(x)=dFX(x)/dx=【∫[-∞;+∞]dy∫[-∞,x]f(x,y)dx】′
=∫[-∞;+∞]f(x,y)dy
=∫[-∞;0]f(x,y)dy+∫[0;x]f(x,y)dy+∫[x;+∞]f(x,y)dy
=.