2013-2014学年浙江省杭州市七校高二上学期期中联考英语试卷(带解析)

适用年级:高二
试卷号:63876

试卷类型:期中
试卷考试时间:2017/7/19

1.选择题(共9题)

1.某高校大一新生中的6名同学打算参加学校组织的“演讲团”、“吉他协会”等五个社团,若每名同学必须参加且只能参加1个社团且每个社团至多两人参加,则这6个人中没有人参加“演讲团”的不同参加方法数为(   )
2.What’s this? It’s a ______.

3.What’s this? It’s a ______.

4.数列{an}是以a为首项,q为公比的等比数列,数列{bn}满足bn=1+a1+a2++an(n=1,2,),数列{cn}满足cn=2+b1+b2++bn(n=1,2,).若{cn}为等比数列,则a+q=(   )
5.数列{an}是以a为首项,q为公比的等比数列,数列{bn}满足bn=1+a1+a2++an(n=1,2,),数列{cn}满足cn=2+b1+b2++bn(n=1,2,).若{cn}为等比数列,则a+q=(   )
6.数列{an}是以a为首项,q为公比的等比数列,数列{bn}满足bn=1+a1+a2++an(n=1,2,),数列{cn}满足cn=2+b1+b2++bn(n=1,2,).若{cn}为等比数列,则a+q=(   )
7.数列{an}是以a为首项,q为公比的等比数列,数列{bn}满足bn=1+a1+a2++an(n=1,2,),数列{cn}满足cn=2+b1+b2++bn(n=1,2,).若{cn}为等比数列,则a+q=(   )
8.数列{an}是以a为首项,q为公比的等比数列,数列{bn}满足bn=1+a1+a2++an(n=1,2,),数列{cn}满足cn=2+b1+b2++bn(n=1,2,).若{cn}为等比数列,则a+q=(   )
9.已知实数x,y满足不等式 {#mathml#}{x+y22x+y3x0y0{#/mathml#} ,则3x+2y的最大值为(   )

2.单项选择(共7题)

10.
The population of Africa is __________ so rapidly as to cause great concern of the whole world.
A.expandingB.stretchingC.extendingD.spreading
11.
-- What’s wrong with your pen?
-- The ink ___________ come out.
A.can’t B.won’t C.hasn’tD.doesn’t
12.
With globalization ___________ the world, learning foreign languages, particularly English, will become increasingly necessary if France is to compete economically.
A.sweepsB.to sweepC.sweepingD.swept
13.
In Singapore, people who litter or dirty the street are most likely ___________.
A.to fineB.finedC.to be finedD.being fined
14.
—Do you feel like     there or shall we take a bus?
—I’d like to walk, but since there isn’t much time left, I’d rather we a taxi.
A.to walk; takeB.walking; took
C.to walk; tookD.walking; take
15.
Only after Li Qi focused on his strengths instead of his weakness ___________ himself from his inferiority complex(自卑感).
A.he freedB.he had freedC.did he freeD.had he freed
16.
In a sport team each player has a clear role,and there are few occasions ___________ members are confused or uncertain of their roles.
A.whyB.thatC.whenD.in which
试卷分析
  • 【1】题量占比

    选择题:(9道)

    单项选择:(7道)

  • 【2】:难度分析

    1星难题:0

    2星难题:0

    3星难题:0

    4星难题:1

    5星难题:0

    6星难题:6

    7星难题:0

    8星难题:0

    9星难题:0