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搜题/搜资源
【单选题】【消耗次数:1】
等差数列{an}的首项a?=1,公差d=3,当an=31时,项数n等于( )
①
11
②
12
③
10
④
9
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设{an}是公比为 q 的等比数列,且a1,a3,a2成等差数列.(1)求q的值;(2)设{bn}是以2为首项,q为公差的等差数列,其前n项和为Sn,当n≥2时,比较Sn与bn的大小,并说明理由.
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【单选题】
等差数列{an}的首项为1,公差不为0.若a2,a3,a6成等比数列,则{an}前6项的和为( )
①
-3
②
-24
③
3
④
8
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【单选题】
等差数列0,-3,-6,······的通项公式是( )
①
<img src="20190809/1565314218197257.png" title="1565314218197257.png" alt="图片5.png"/>
②
<img src="20190809/1565314240415972.png" title="1565314240415972.png" alt="图片6.png"/>
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<img src="20190809/1565314247141241.png" title="1565314247141241.png" alt="图片7.png"/>
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<img src="20190809/1565314264699167.png" title="1565314264699167.png" alt="图片8.png"/>
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【单选题】
关于等差数列的概念,描述正确的是哪一项( )
①
一般地,如果一个数列,每一项与它的前一项的差都等于常数,那么这个数列叫等差数列
②
一般地,如果一个数列,从第二项起,每一项与它的前一项的差都等于常数,那么这个数列叫等差数列
③
一般地,如果一个数列,从第二项起,每一项与它的前一项的差都等于同一个常数,那么这个数列叫等差数列
④
一般地,如果一个数列,每一项与它的前一项的差都等于同一个常数,那么这个数列叫等差数列
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【单选题】
等差数列<img class="kfformula" src="20190809/1565315219717157.png" data-latex="\left \{ {{a}_{n}} \right \} "/>首项<img class="kfformula" src="20190809/1565315219801596.png" data-latex="{a}_{1}=1"/>,公差<img class="kfformula" src="20190809/1565315219560191.png" data-latex="d=-3"/>,当<img class="kfformula" src="20190809/1565315219192999.png" data-latex="{a}_{n}=-56"/>时,项数<img class="kfformula" src="20190809/1565315219715609.png" data-latex="n"/>等于( )
①
18
②
19
③
20
④
21
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【单选题】
等差数列{an}中,a3=2,a5=7,则a7=( )
①
10
②
12
③
16
④
20
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【判断题】
存在既为等差数列,又为等比数列的数列.( )
①
正确
②
错误
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【简答题】
已知方程(x2-2x+m)(x2-2x+n)=0的四个根组成一个首项为1/4的等差数列,求|m-n|的值.
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若互不相等的实数a,b,c成等差数列,a是b,c的等比中项,且a+3b+c=10,则a的值是( )
①
1
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-1
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-4
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【单选题】
等差数列<img class="kfformula" src="20190809/1565317844150977.png" data-latex="\left \{ {{a}_{n}} \right \} "/>的首项<img class="kfformula" src="20190809/1565317844698638.png" data-latex="{a}_{1}=-2"/>,<img class="kfformula" src="20190809/1565317844536248.png" data-latex="{S}_{3}=3"/>,那么( )
①
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②
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③
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Its your turn
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