Sn=3n方+2n,求数列的通项an,

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Sn=3n方+2n,求数列的通项an,
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Sn=3n方+2n,求数列的通项an,
Sn=3n方+2n,求数列的通项an,

Sn=3n方+2n,求数列的通项an,
Sn=3n^2+2n
S(n-1)=3*(n-1)^2+2n-2
an=Sn-S(n-1)=6n-1
a1=s1=5
所以an=6n-1

sn=3n^2+2n,所以有当n=1时,a1=s1=5,当大于等于2时,an=sn-sn-1=3n^2+2n-3(n-1)^2-2(n-1)=6n-1,对a1时也成立,故……