If the coefficients of `a^(r-1),\ a^r and \ a^(r+1)` in the binomial expansion of `(1+a)^n` ar

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If in expansion of (1-x)^2n-1, Ar denotes the coefficient of x^r then prove that A(r-1)+A(2n-r)=0 If in expansion of (1-x)^2n-1, Ar denotes the coefficient of x^r then prove that A(r-1)+A(2n-r)=0