设数列{An}的前n项和为Sn若An+1=3Sn,a1=1则An=
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设数列{An}的前n项和为Sn若An+1=3Sn,a1=1则An=
an+1=3Sn
an=3Sn-1
an=Sn-Sn-1=an+1/3-an/3
2an/3=an+1/3
q=an+1/an=2
a1=1
an=a12^(n-1)=2^(n-1)
再问: 答案我知道,就是没过程。答案是an=1 n=1 an=3×4^(n-2) n>1
再答: an+1=3Sn a2=3s1=3a1=3 an=3Sn-1 an=Sn-Sn-1=an+1/3-an/3 4an/3=an+1/3 an+1/an=4 a1=1,a2=3 an=a2q^(n-2)=3*4^(n-2)
an=3Sn-1
an=Sn-Sn-1=an+1/3-an/3
2an/3=an+1/3
q=an+1/an=2
a1=1
an=a12^(n-1)=2^(n-1)
再问: 答案我知道,就是没过程。答案是an=1 n=1 an=3×4^(n-2) n>1
再答: an+1=3Sn a2=3s1=3a1=3 an=3Sn-1 an=Sn-Sn-1=an+1/3-an/3 4an/3=an+1/3 an+1/an=4 a1=1,a2=3 an=a2q^(n-2)=3*4^(n-2)
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