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莱芜四中高一上学期期末必修一三四(6)

莱芜四中高一上学期期末必修一三四(6)
莱芜四中高一上学期期末必修一三四(6)

莱芜四中2014-2015年度期末考试模拟试题(6)

高一数学

2015.01

一、选择题(每题5分 共50分)

1、若,0n m <<则下列结论正确的是( )

A 、n m

22

> B 、n m 5.05.0< C 、n m 22log log > D 、n m 5.05.0log log >

2、若函数23)23(++=+x f x

x

,则)3(f 的值是( )

A .3

B .6

C .17

D .32

3、先后抛掷两枚骰子,设出现的点数之和是12,11,10的概率依次是P 1,P 2,P 3,则( )

A .P 1=P 2

B .P 3=P 2

C .P 1

D .P 1

A 、x x f -=3)(

B 、x x x f 3)(2-=

C 、1

1

)(+-=x x f D 、x x f -=)( 5、下列各组角中,终边相同的角是( )

A .π2

k 与 ()2k k Z ππ+

∈ B .)(3k

3Z k k ∈±

πππ与

C .ππ)14()12(±+k k 与 )(Z k ∈

D .)(6

6

Z k k k ∈±

+

π

ππ

π与

6、如图,A 是圆上固定的一点,在圆上其他位置任取一点A ′,

连结AA ′,它是一条弦,它的长度大于或等于半径长度 的概率为 ( )

A.12

B.23

C.32

D.12

7、已知集合}1,log |{2>==x x y y A ,}1,)2

1

(|{>==x y y B x

,则=B A ( )

A 、}210|{<

B 、}10|{<

C 、 }12

1

|

{<

=-+q x x 的解集为N ,且N M =}2{,

那么=+q p ( )

A 、6

B 、7

C 、 8

D 、21

9、如果点)cos 2,cos (sin θθθP 位于第三象限,那么角θ所在的象限是( )

A 、第一象限

B 、第二象限

C 、第三象限

D 、第四象限 10、执行如图所示的程序框图,输出的s 值为 ( ).

A .-3

B .-12 C.1

3 D .2

二、填空题(每题5分 共25分)

11、()f x 的图像如右图,则()f x 的值域为

12、已知sin cos θθ-=

,则44sin cos θθ+= 13、将2本不同的数学书和1本语文书在书架上随机排成一行,则2本数学书相邻的概率为____ 14、若23

cos 4m m

α-=

-,且α为第二象限角,则m 的取值范围是 .

15、设函数()113,1,,1,

x e x f x x x -?

=??≥?则使得()2f x ≤成立的x 的取值范围是_______

三、解答题(共75分)

16.(1)设{}{}

(),1,05,U U R A x x B x x C A B ==≥=<<求和()U A

C B .

(2)已知集合A ={x |1<x <2},B ={x |x <a },若B A ?,求实数a 的取值范围.

17

、已知3

tan 2

απαπ=<<,求sin cos αα-的值.

19、袋中有5张卡片,其中红色红色卡片3张,标号分别为1、2、3;蓝色卡片两张,标号分别为1,2

(1)从以上5张卡片任取两张,求这两张卡片颜色不同且标号之和小于4的概率;

(2)现袋中再放入一张标号为0的绿色卡片,从这6张卡片中任取两张,求这两张卡片颜色不同且标号之和小于4的概率。

20、(本小题13分)扇形AOB 的周长为cm 8 (1)若这个扇形的面积为2

3cm ,求圆心角的大小; (2)求这个扇形的面积取得最大值时圆心角的大小和弦长AB

21、(本小题14分)已知函数)(12)(2

为实数a a x ax x f -+-= (1)若1=a ,作函数)(x f 的图象并写出单调区间; (2)当4

1

0<

≤a 时,求)(x f 在区间]2,1[上的最小值;

((((((21题答题纸上的图形:)))))

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