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let-B-x-y-0-1-t-x-1-1-t-y-1-dt-withx-gt-0and-y-gt-0-prove-that-B-x-y-x-y-x-y-




Question Number 40892 by abdo.msup.com last updated on 28/Jul/18
let B(x,y) =∫_0 ^1 t^(x−1) (1−t)^(y−1) dt  withx>0and y>0 prove that  B(x,y)= ((Γ(x).Γ(y))/(Γ(x+y)))
letB(x,y)=01tx1(1t)y1dtwithx>0andy>0provethatB(x,y)=Γ(x).Γ(y)Γ(x+y)

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