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数学
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设SN为等比数列AN的前N项和 8A2+A5=0 则S5/S2 gao fen
人气:331 ℃ 时间:2020-06-05 13:30:42
解答
因为是等比数列,设公比为q
8A2+A5=0
即8A2+A2*q^3=0
解得q=-2
根据等比数列前n项和公式
Sn=(a1-anq)/1-q
所以S5/S2化简得
(1-q^5)/(1-q^2)=33/(-3)=-11
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