2014年高考数学全程总复习课时提升作业二十六第四章第二节练习卷(带解析)

适用年级:高三
试卷号:587699

试卷类型:课时练习
试卷考试时间:2017/8/21

1.单选题(共3题)

1.
已知向量,且a∥b,那么2a-b= ()
A.(4,0)B.(0,4)C.(4,-8)D.(-4,8)
2.
已知非零向量e1,e2,a,b满足a=2e1-e2,b=ke1+e2.给出以下结论:①若e1与e2不共线,a与b共线,则k=-2;;②若e1与e2不共线,a与b共线,则k=2;③存在实数k,使得a与b不共线,e1与e2共线;④不存在实数k,使得a与b不共线,e1与e2共线.其中正确结论的个数是(  )
A.1个B.2个C.3个D.4个
3.
是一组基底,向量=x+y (x,y∈R),则称(x,y)为向量在基底,下的坐标,现已知向量在基底=(1,-1), =(2,1)下的坐标为(-2,2),则在另一组基底=(-1,1), =(1,2)下的坐标为(  )
A.(2,0)B.(0,-2)C.(-2,0)D.(0,2)

2.选择题(共4题)

4.---The music by TFBoys ________nice. I guess their CDs must ________ well.

---Yes, they are very popular among young people.

5.---The music by TFBoys ________nice. I guess their CDs must ________ well.

---Yes, they are very popular among young people.

6.Though he was badly hurt, he kept ______ other passengers.
7.Many people do not realize the importance of health ______ they have fallen ill.

3.填空题(共1题)

8.
已知向量a=(-2,3),b∥a,向量b的起点为A(1,2),终点B在坐标轴上,则点B的坐标为    .

4.解答题(共1题)

9.
平面内给定三个向量a=(3,2),b=(-1,2),c=(4,1),回答下列问题:
(1)求3a+b-2c.
(2)求满足a=mb+nc的实数m,n.
(3)若(a+kc)∥(2b-a),求实数k.
试卷分析
  • 【1】题量占比

    单选题:(3道)

    选择题:(4道)

    填空题:(1道)

    解答题:(1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:0

    5星难题:0

    6星难题:0

    7星难题:0

    8星难题:0

    9星难题:5