2015届浙江省重点中学协作体高三第一次适应性测试英语试卷（带解析）

适用年级：高三
试卷号：659452

试卷类型：课时练习
试卷考试时间：2017/7/19

1.选择题(共15题)

1.在

Δ A B C

中，

A B = 2, ∠ C = \frac{π}{3}

，则

A C + B C

的最大值为（）

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2.在

Δ A B C

中，

A B = 2, ∠ C = \frac{π}{3}

，则

A C + B C

的最大值为（）

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3.若将函数

f (x) = 2 sin 2 x

的图象向左平移

\frac{π}{12}

个单位长度，则平移后图象的一条对称轴为（）

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4.设实数

x, y

满足约束条件

{\begin{matrix} x \geq 0 \\ y \geq 0 \\ 4 x + 3 y \leq 12 \end{matrix}

，则

\frac{y + 2}{x + 1}

的取值范围是{#blank#}1{#/blank#}.

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5.设实数

x, y

满足约束条件

{\begin{matrix} x \geq 0 \\ y \geq 0 \\ 4 x + 3 y \leq 12 \end{matrix}

，则

\frac{y + 2}{x + 1}

的取值范围是{#blank#}1{#/blank#}.

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6.已知函数

f (n) = n^{2} sin (\frac{2 n - 3}{2} π)

，且

a_{n} = f (n)

，则

a_{1} + a_{2} + a_{3} + \dots + a_{200} =

（）

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7.已知函数

f (n) = n^{2} sin (\frac{2 n - 3}{2} π)

，且

a_{n} = f (n)

，则

a_{1} + a_{2} + a_{3} + \dots + a_{200} =

（）

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8.已知函数

f (n) = n^{2} sin (\frac{2 n - 3}{2} π)

，且

a_{n} = f (n)

，则

a_{1} + a_{2} + a_{3} + \dots + a_{200} =

（）

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9.如图是函数

f (x) = 2 sin (ω x + ϕ) (ω > 0, | ϕ | \leq \frac{π}{2})

的部分图象，已知函数图象经过

P (\frac{5 π}{12}, 2), Q (\frac{7 π}{6}, 0)

两点，则

ϕ =

（）

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10.函数

f (x) = x + \frac{8}{2 x - 1} - m

，若

x \in (1, + \infty)

时有

f (x) \geq 0

恒成立，则

m

的取值范围是{#blank#}1{#/blank#}.

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11.矩形

A B C D

的两条对角线交于点

O

，已知点

E

为线段

A O

的中点，若

\overset{⇀}{D E} = M \overset{⇀}{A B} + n \overset{⇀}{A D}

，其中

m, n

为实数，则

m + n

的值为{#blank#}1{#/blank#}.

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12.矩形

A B C D

的两条对角线交于点

O

，已知点

E

为线段

A O

的中点，若

\overset{⇀}{D E} = M \overset{⇀}{A B} + n \overset{⇀}{A D}

，其中

m, n

为实数，则

m + n

的值为{#blank#}1{#/blank#}.

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13.已知函数

f (x) = a x^{2} - (2 a + 1) x + 2

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14.《九章算术》是我国古代的数学名著，书中《均属章》有如下问题：今有五人分六钱，令前三人所得与后二人等，各人所得均增，问各得几何？其意思是“已知

A, B, C, D, E

”五个人分重量为6钱（“钱”是古代的一种重量单位）的物品，

A, B, C

三人所得钱数之和与

D, E

二人所得钱数之和相同，且

A, B, C, D, E

每人所得钱数依次成递增等差数列，问五个人各分得多少钱的物品？”在这个问题中，

C

分得物品的钱数是（）

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15.要得到函数

y = sin (x - \frac{π}{3})

的图象，只需要将函数

y = sin x

的图象（）

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2.单项选择(共15题)

16.

The visit to the memorial of Jiaoyulu, a late model official who worked in Lankao in the 1960s was a _____ of Secretary Xi’s trip.

A．highlight

B．preparation

C．destination

D．preference

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17.

After leaving office in 1999, Nelson Mandela didn’t stop doing he thought was right.

A．that

B．which

C．what

D．where

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18.

From that moment on, I have come to realize that I’m unique in the eyes of my parents and that they’ll _____ me in face of misfortunes and hardships.

A．devote to

B．refer to

C．stick with

D．deal with

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19.

It is reported that single-parent children _____ some of the functions that the absent adult in the house would have served.

A．take up

B．take over

C．take in

D．take on

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20.

– When will the sports meeting be held?
– It has been suggested the sports meeting ______ till the smog is not so severe.

A．should put off

B．be put off

C．would put off

D．is put off

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21.

The man fell to the ground, his left foot_____ and blood ____ down from his mouth.

A．breaking;running	B．broken;running
C．breaking ; run	D．broken; run

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22.

Some government officials in the USA have pointed out that the death of Osama Bin Laden means keen vigilance (警戒) _____ the end of terrorism.

A．more than

B．better than

C．other than

D．rather than

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23.

You can depend on it that I’m trying to do what is best, but _____ I have got to consider the cost.

A．equally

B．merely

C．nearly

D．mostly

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24.

My boss required so much of me, so I believed that he was _____ being satisfied with my job though I had tried my best.

A．next to

B．subject to

C．far from

D．away from

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25.

Owing to her balanced diet and regular exercise, she is very slim and athletic _____.

A．in height

B．in detail

C．in shape

D．in sight

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26.

— Do you smoke?
— No, I don’t. But I used to. It’s 20 years since I ______.

A．didn’t smoke

B．have smoked

C．smoked

D．began to smoke

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27.

I ______ the neighbour’s cat this week while she’s in hospital.

A．feed

B．would feed

C．am feeding

D．was to feed

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28.

—Miss Smith once _____ music in Africa for eight years and now is an actress.
—No wonder I often hear her sing in the garden.

A．has taught	B．was teaching
C． taught	D．had been teaching

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29.

—Do you know Henry didn’t win that speech contest?
—______? I thought for sure he would. He worked so hard on it.

A．Do I

B．Don’t I

C．Did he

D．Didn’t he

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30.

– I heard you gave a big surprise to your mother on Mother’s Day.
– Yes. Only when I left my parents ______ how much I loved them.

A．I realize

B．I had realized

C．had I realize

D．did I realize

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3.提纲类作文(共1题)

31.

假设你是李华，你的美国老师Miss Morgan要求你们明天下午去听一个美国历史的讲座。你因故不能参加。请你根据以下要点，写一封短信向Miss Morgan请假。
内容要点: 1. 表示歉意； 2. 理由:去机场接从法国回来的舅舅；
3. 询问:是否有录音，以便补听讲座。
注意:1. 词数:100词左右；
2. 可根据内容要点适当增加细节，以使行文连贯。
Miss Morgan，
______________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________________

Yours,

Li Hua

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试卷分析

【1】题量占比

选择题:(15道)

单项选择:(15道)

提纲类作文:(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：1

5星难题：0

6星难题：11

7星难题：0

8星难题：3

9星难题：1

2015届浙江省重点中学协作体高三第一次适应性测试英语试卷（带解析）

1.选择题(共15题)

2.单项选择(共15题)

3.提纲类作文(共1题)

【1】题量占比

【2】：难度分析