已知数列an,bn中,a1=b1=1,且当n≥2时,an-nan-1=0,bn=2bn-1-已知数列an,bn中,a1=b1=1,且当n≥2时,an-nan-1=0,bn=2bn-1-2∧n-1.记n的阶乘n(n-1)(n-2)……3*2*1=n!求数列an的通项公式和证明数列bn/2∧n为等差数列

Question

已知数列an,bn中,a1=b1=1,且当n≥2时,an-nan-1=0,bn=2bn-1-
已知数列an,bn中,a1=b1=1,且当n≥2时,an-nan-1=0,bn=2bn-1-2∧n-1.记n的阶乘n(n-1)(n-2)……3*2*1=n!
求数列an的通项公式和证明数列bn/2∧n为等差数列

Answer 1

解

显然是等差数列.