两等差数列an.bn前n项和之比Sn/Tn=4n+1/9n+2,求a20/b20
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两等差数列an.bn前n项和之比Sn/Tn=4n+1/9n+2,求a20/b20两等差数列an.bn前n项和之比Sn/Tn=4n+1/9n+2,求a20/b20两等差数列an.bn前n项和之比Sn/T
两等差数列an.bn前n项和之比Sn/Tn=4n+1/9n+2,求a20/b20
两等差数列an.bn前n项和之比Sn/Tn=4n+1/9n+2,求a20/b20
两等差数列an.bn前n项和之比Sn/Tn=4n+1/9n+2,求a20/b20
两等差数列an.bn前n项和之比Sn/Tn=4n+1/9n+2,求a20/b20
若两等差数列an,bn的前n项和的比sn:sn'=5n+3/2n+7,则a5:b5
两等差数列﹛an﹜﹛bn﹜前n项和之比为5n+3/2n+7.则an/bn的值为?
两等差数列{an}、{bn}的前n项和的比Sn/S’n=(5n+3)/(2n+7)求a5/b5的值
两个等差数列{an}、{bn}的前n项和Sn、Tn之间的关系为an/bn = S(2n-1) / T(2n-1).
一道数学等差数列的题目等差数列an的前n项和Sn bn的前n项和Tn Sn比Tn=2n/(3n+1) 那么an与bn的比值是
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两等差数列{an}和{bn},前n项和分别为Sn,Tn且Sn/Tn=7n+2/n+3则a2+a20/b7+b15=
两等差数列﹛an﹜﹛bn﹜前n项和之比为5n+3/2n+7.则a5/b5的值为?
等差数列an,bn的前n项和的比为Sn:Sn''=5n+3:2n+7,则a5:b5=?
已知两个等差数列an,bn,它们的前n项和的比sn/sn'=n+3/n+1,则a10/b10=?
已知数列{an}的前n项和sn满足sn=an^2+bn,求证{an}是等差数列
(1)若两等差数列{an},{bn}的前n项和分别为An,Bn,满足An/Bn=(7n+1)/(4n+27),则a11/b11的值为( )(2)已知等比数列{an},首项为81,数列{bn}满足bn=log3(an),其前n项和为Sn.①证明{bn}为等差数列;
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