1.选择题- (共7题)
1.设0≤θ≤2π，向量 {#mathml#}{#/mathml#} =（cos θ，sin θ）， {#mathml#}{#/mathml#} =（2+sin θ，2﹣cosθ），则向量 {#mathml#}{#/mathml#} 的模长的最大值为（ ）
2.设0≤θ≤2π，向量 {#mathml#}{#/mathml#} =（cos θ，sin θ）， {#mathml#}{#/mathml#} =（2+sin θ，2﹣cosθ），则向量 {#mathml#}{#/mathml#} 的模长的最大值为（ ）
3.设0≤θ≤2π，向量 {#mathml#}{#/mathml#} =（cos θ，sin θ）， {#mathml#}{#/mathml#} =（2+sin θ，2﹣cosθ），则向量 {#mathml#}{#/mathml#} 的模长的最大值为（ ）
4.
在△ABC中，内角A，B，C对边的边长分别是a，b，c，已知c=2，C= ．
（Ⅰ）若△ABC的面积等于 ，求a，b；
（Ⅱ）若sinC+sin（B﹣A）=2sin2A，求△ABC的面积．
5.已知 {#mathml#}{#/mathml#} ， {#mathml#}{#/mathml#} 的夹角为120°，| {#mathml#}{#/mathml#} |=2，| {#mathml#}{#/mathml#} |=3，记| {#mathml#}{#/mathml#} =3 {#mathml#}{#/mathml#} ﹣2 {#mathml#}{#/mathml#} ， {#mathml#}{#/mathml#} =2 {#mathml#}{#/mathml#} +k {#mathml#}{#/mathml#} ．
2.单项选择- (共7题)
8.
As teachers, we feel our duty to teach our children to be good wherever we are.
| A．this | B．that | C．it | D．there is |
9.
If he can his natural ability with hand work, he should be very successful.
| A．combine | B．connect | C．link | D．join |
11.
What he said just now _____ me of that American professor.
| A．mentioned | B．informed | C．reminded | D．memorized |
12.
＿＿many times, he still didn’t make sense of it.
| A．Having been told | B．Then he was told |
| C．Being told | D．He was told |
13.
——Let’s go out for dinner tonight.
——OK. It doesn’t matter to me _____ we eat.
A．whether B. where C. why D. when
——OK. It doesn’t matter to me _____ we eat.
A．whether B. where C. why D. when
试卷分析
-
【1】题量占比
选择题:(7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：0
5星难题：0
6星难题：6
7星难题：0
8星难题：1
9星难题：0