Arithmetic mean of 1, 2, 3, ... , n =1+2+3+...+nn=nn+12n=n+12 Hence, the correct option is (a).
The arithmetic mean of nC0,nC1,nC2....nCn is (A)2^n/n (B)2^n-1/n (C)2^n/n+1 (D)2^n-1/n+1
The arithmetic mean of a and b is an+bnan−1+bn−1. The value of n is