有道高考真题
nSn+1-nSn-sn=n^2+cn
=n^2+cn锡
南-锡=n^2+cn a 1 = s 1 = 1
c=-1
(n-1)an-1-sn-1=(n-1)^2-(n-1)
nan-(n-1)an-1-[sn-sn-1]=
(n-1)an-(n-1)an-1 = 2(n-1)
an- an-1= 2
an = 1+(n-1)* 2 = 2n-1
=n^2+cn锡
南-锡=n^2+cn a 1 = s 1 = 1
c=-1
(n-1)an-1-sn-1=(n-1)^2-(n-1)
nan-(n-1)an-1-[sn-sn-1]=
(n-1)an-(n-1)an-1 = 2(n-1)
an- an-1= 2
an = 1+(n-1)* 2 = 2n-1