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Question Number 182437 by akolade last updated on 09/Dec/22

Answered by qaz last updated on 09/Dec/22

 (((n+2)),((    r)) )=[x^r ](1+x)^(n+2) =[x^r ]((1+x)^n +2x(1+x)^n +x^2 (1+x)^n )  =[x^r ](1+x)^n +2[x^(r−1) ](1+x)^n +[x^(r−2) ](1+x)^n   = ((n),(r) )+2 (((   n)),((r−1)) )+ (((   n)),((r−2)) )     ,by egorychev′s method

(n+2r)=[xr](1+x)n+2=[xr]((1+x)n+2x(1+x)n+x2(1+x)n)=[xr](1+x)n+2[xr1](1+x)n+[xr2](1+x)n=(nr)+2(nr1)+(nr2),byegorychevsmethod

Commented by akolade last updated on 17/Dec/22

thank you so much

thankyousomuch

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