题目内容

A major new development in system of work in Britain is taking place. Flexible working hours, or “Flextime”, are catching on fast, and trend is continuing. In 1973, over 500 organizations had adopted the idea, and by 1974, this number had risen to over 200,000.
Flexible working hours were invented in Germany in the late 1960’s, but reached Britain only in 1972. The system allows workers to start and finish work whenever they want, with only two requirements. These are, firstly, that all workers must present for certain “key” times in the day, and secondly, that all workers must work an agreed total number of hours per week.
The system had proved a total success wherever it has been tried. A survey of 700 workers on flexible hours showed three main advantages: a better balance between working and private life, avoidance of the need to travel during rush hours and the ability to finish a certain task before leaving.
From the employer’s point of view, the system tends to increase productivity, reduce labour turnover and give workers a greater sense of duty. At first, “Flexible” was mainly confined to white-collar workers, but it is now being applied to manual workers too

  1. 1.

    According to “Flextime” system, workers need not ______.

    1. A.
      work at the same time
    2. B.
      work all the weekdays
    3. C.
      work hard
    4. D.
      ask for leave when being absent
  2. 2.

    “Key” time is a period when ______.

    1. A.
      visitors come to the plants
    2. B.
      all workers must be at work
    3. C.
      employers go round in the workshop
    4. D.
      rush hours are over
  3. 3.

    No matter where it is used, this system has proved ______.

    1. A.
      entirely effective
    2. B.
      totally correct
    3. C.
      a complete failure
    4. D.
      quite difficult
  4. 4.

    One of the great advantages of “Flextime” for workers is that they ______.

    1. A.
      have a great sense of duty
    2. B.
      can avoid busy traffic
    3. C.
      can get higher pay
    4. D.
      can avoid working hard
ABAB
试题分析:本文主要介绍了英国的“Flextime”给工人带来的各种好处。
1.A 推理题。根据文章第二段2,3行The system allows workers to start and finish work whenever they want, with only two requirements.说明工人可以在自己喜欢的时间工作,不必要同时在一起工作,故A正确。
2.B 推理题。根据These are, firstly, that all workers must present for certain “key” times in the day, and secondly, that all workers must work an agreed total number of hours per week.说明这里的key应该就是指一些关键的时间点上,需要所有的人都到位,协同合作。故B正确。
3.A 推理题。根据文章最后2段The system had proved a total success wherever it has been tried.和From the employer’s point of view, the system tends to increase productivity, reduce labour turnover and give workers a greater sense of duty说明这样的系统很有效率,故A正确。
4.B 细节题。根据文章倒数第二段a better balance between working and private life, avoidance of the need to travel during rush hours and the ability to finish a certain task before leaving.说明这样的“Flextime”可以让工人避开上下班高峰期。故B正确。
考点:考查人生百态类短文
点评:本文测试考生在阅读基础上的逻辑推理能力,要求考生根据文章所述事件的逻辑关系,对未说明的趋势或结局作出合理的推断;或根据作者所阐述的观点理论,对文章未涉及的现象、事例给以解释。考生首先要仔细阅读短文,完整了解信息,准确把握作者观点。
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阅读理解

  Have you heard of the saying, “If anything is worth doing, it is worth doing well”? The proverb is a piece of advice to make effort towards perfection in whichever job one does.It could be a small task like folding up your clothes, or a major ne like organizing a business meeting in your later life.

  Perfection is nothing but attention to details.If it is your job to dust the furniture at home, dust it so that not a single spot of dirt shows from any angle.If your task is to make the beds, make them so that not a single crease(皱痕)shows on the bed-covers.

  There are only two ways to do a job:either sloppily, or well.If you choose the latter path, you need to realize that any job that qualifies as “your” work deserves nothing less than your best.Perfection is an attitude that can be cultivated(培养)with just a little effort.It is a habit that does much good to your later life.Let us prove with an example:you may be asked to turn in an essay on, say, wildlife, for a school project.Instead of writing carelessly a few facts that you already know, you could make the project more effective by looking up reference books, encyclopedias(百科全书)or websites for additional information.You could then go over the finished essay for slips(疏漏)and errors, and provide pictures where necessary.If you make it a habit to put in extra effort in your school homework, will it not help you to handle more difficult projects at the college or university level?

  As Michelangelo, the famous 16th century sculptor and painter, once put it:Trifles(琐事)go to make perfection, and perfection is no trifle.

(1)

According to the passage, to achieve perfection is _________.

[  ]

A.

to realize the quality of the work

B.

to pay attention to details of one’s work

C.

to do as many jobs as possible

D.

to form the habit of doing things ahead of time

(2)

The underlined word “sloppily” in Paragraph 3 may mean _________.

[  ]

A.

badly

B.

patiently

C.

carefully

D.

slowly

(3)

What can be inferred from the third paragraph?

[  ]

A.

It is necessary to provide pictures for your essay.

B.

Websites are the sources of information you want.

C.

Perfection is a habit that promises a good future.

D.

You should make much effort to develop perfection.

(4)

The purpose of writing this passage is to _________.

[  ]

A.

introduce the famous painter Michelangelo

B.

advise us to do the things that are worth doing

C.

explain to us the meaning of the perfection

D.

expect us to give our best to our work


第三部分:阅读理解(共20小题;每小题2分,满分 40分)
阅读下列短文,从每题所给的四个选项(A、B、C和D)中,选出最佳选项,并在答题卡上将该项涂黑。
A
A university math tutor has discovered the science behind “singledom”, finding that our chances of finding the perfect partner are just 1 in 285,000. Peter Backus, a tutor at the University of Warwick, published his “Why I Don’t Have a Girlfriend” paper after a three-year love drought.
His unconventional study uses a famous math formula called The Drake Equation(德雷克等式), which was first used to estimate the existence of extra-terrestrial(地球以外) life.
The results don't look promising for British singles. 30-year-old Mr. Backus found that out of the 30 million women in the UK, only 26 would be suitable girlfriends for him.
The dull equation takes into account the number of women aged 24 to 34, living in his home city of London, and who are single, meaning his chances of meeting his dream woman on a night out are slim.
The economics expert said: “There are 26 women in London with whom I might have a wonderful relationship. So, on a given night out in London there is a 0.0000034% chance of meeting one of these special people. That’s a 1 in 285,000 chance, so it’s not great.”
The puzzling Drake equation reads: N =" R*" x Fp x Ne x Fi x Fc x L, and helped pioneering scientist Professor Drake to predict that there could be 10,000 civilizations in our galaxy.
Mr. Backus simply replaced the original equation with his own criteria for a dream date, which included the percentage of women likely to find him attractive, and the number of girls aged 24-34 in London. He said: “The research may sound depressing to people looking for love, but the good news for singles is, it’s probably not your fault!”
56. Mr. Backus’ discovery in this passage is mainly concerned about ______.
A. whether there exists life out of our planet
B. the possibility of his being able to find love
C. how to get rid of singledom
D. what math can do to serve our daily life
57. What does Mr. Backus think of the result of his research?
A. Optimistic.     B. Depressing.      C. Unrealistic.     D. Exciting.
58. What can we learn from the first paragraph?
A. Mr. Backus’ major research field is “singledom”.
B. Mr. Backus found a girlfriend three years ago.
C. Mr. Backus’ new thesis will surely be well received.
D. Mr. Backus has been searching for love for long.
59. By “the good news for singles” in the last sentence, Mr. Backus probably mean _____.
A. you don’t have to blame yourself for remaining single
B. maybe the discovery is not reliable at all
C. the result was based on his own criteria
D. there might be more dream date out of London
60. Which of the following statements is true?
A. This passage could be published in a scientific magazine.
B. The passage intends to prove there are other civilizations.
C. The passage writer doesn’t really understand the Drake equation.
D. Most women in London are not suitable for university teachers.

A university math tutor has discovered the science behind “singledom”, finding that our chances of finding the perfect partner are just 1 in 285,000. Peter Backus, a tutor at the University of Warwick, published his “Why I Don’t Have a Girlfriend” paper after a three-year love drought.

His unconventional study uses a famous math formula called The Drake Equation(德雷克等式), which was first used to estimate the existence of extra-terrestrial(地球以外) life.

The results don't look promising for British singles. 30-year-old Mr. Backus found that out of the 30 million women in the UK, only 26 would be suitable girlfriends for him.

The dull equation takes into account the number of women aged 24 to 34, living in his home city of London, and who are single, meaning his chances of meeting his dream woman on a night out are slim.

The economics expert said: “There are 26 women in London with whom I might have a wonderful relationship. So, on a given night out in London there is a 0.0000034% chance of meeting one of these special people. That’s a 1 in 285,000 chance, so it’s not great.”

The puzzling Drake equation reads: N = R* x Fp x Ne x Fi x Fc x L, and helped pioneering scientist Professor Drake to predict that there could be 10,000 civilizations in our galaxy.

Mr. Backus simply replaced the original equation with his own criteria for a dream date, which included the percentage of women likely to find him attractive, and the number of girls aged 24-34 in London. He said: “The research may sound depressing to people looking for love, but the good news for singles is, it’s probably not your fault!”

56. Mr. Backus’ discovery in this passage is mainly concerned about ______.

A. whether there exists life out of our planet

B. the possibility of his being able to find love

C. how to get rid of singledom

D. what math can do to serve our daily life

57. What does Mr. Backus think of the result of his research?

A. Optimistic.     B. Depressing.      C. Unrealistic.     D. Exciting.

58. What can we learn from the first paragraph?

A. Mr. Backus’ major research field is “singledom”.

B. Mr. Backus found a girlfriend three years ago.

C. Mr. Backus’ new thesis will surely be well received.

D. Mr. Backus has been searching for love for long.

59. By “the good news for singles” in the last sentence, Mr. Backus probably mean _____.

A. you don’t have to blame yourself for remaining single  

B. maybe the discovery is not reliable at all

C. the result was based on his own criteria

D. there might be more dream date out of London

60. Which of the following statements is true?

A. This passage could be published in a scientific magazine.

B. The passage intends to prove there are other civilizations.

C. The passage writer doesn’t really understand the Drake equation.

D. Most women in London are not suitable for university teachers.

A university math tutor has discovered the science behind “singledom”, finding that our chances of finding the perfect partner are just 1 in 285,000. Peter Backus, a tutor at the University of Warwick, published his “Why I Don’t Have a Girlfriend” paper after a three-year love drought.

His unconventional study uses a famous math formula called The Drake Equation(德雷克等式), which was first used to estimate the existence of extra-terrestrial(地球以外) life.

The results don't look promising for British singles. 30-year-old Mr. Backus found that out of the 30 million women in the UK, only 26 would be suitable girlfriends for him.

The dull equation takes into account the number of women aged 24 to 34, living in his home city of London, and who are single, meaning his chances of meeting his dream woman on a night out are slim.

The economics expert said: “There are 26 women in London with whom I might have a wonderful relationship. So, on a given night out in London there is a 0.0000034% chance of meeting one of these special people. That’s a 1 in 285,000 chance, so it’s not great.”

The puzzling Drake equation reads: N = R* x Fp x Ne x Fi x Fc x L, and helped pioneering scientist Professor Drake to predict that there could be 10,000 civilizations in our galaxy.

Mr. Backus simply replaced the original equation with his own criteria for a dream date, which included the percentage of women likely to find him attractive, and the number of girls aged 24-34 in London. He said: “The research may sound depressing to people looking for love, but the good news for singles is, it’s probably not your fault!”

1. Mr. Backus’ discovery in this passage is mainly concerned about ______.

A. whether there exists life out of our planet

B. the possibility of his being able to find love

C. how to get rid of singledom

D. what math can do to serve our daily life

2. What does Mr. Backus think of the result of his research?

A. Optimistic.           B. Depressing.          C. Unrealistic.           D. Exciting.

3. What can we learn from the first paragraph?

A. Mr. Backus’ major research field is “singledom”.

B. Mr. Backus found a girlfriend three years ago.

C. Mr. Backus’ new thesis will surely be well received.

D. Mr. Backus has been searching for love for long.

4. By “the good news for singles” in the last sentence, Mr. Backus probably mean _____.

A. you don’t have to blame yourself for remaining single

B. maybe the discovery is not reliable at all

C. the result was based on his own criteria

D. there might be more dream date out of London

5. Which of the following statements is true?

A. This passage could be published in a scientific magazine.

B. The passage intends to prove there are other civilizations.

C. The passage writer doesn’t really understand the Drake equation.

D. Most women in London are not suitable for university teachers.

Many people like the feeling of the gentle wind in spring.Many like to see the falling leaves  dancing in the wind in autumn.But sometimes,when the wind becomes a storm,it can be very destructive.

    A series of such storms struck the us last month and caused very serious damage and human  pain.

    Every year,major storms cause many problems around the world.There is nothing people can.do to stop these powerful forces of nature.But new techniques are helping scientists to predict how,when ,and where big storms will happen.The more exact scientists’ warnings are,the better people can prepare for the storms.

   Predictions are improving.“We’ve gotten better over the years,especially the last few years,”says Phil Klotzback,a scientist at an American university.How is a storm formed ? Even if scientists know where a storm will happen,winds can suddenly change,carrying the storm to a new direction.“For a hurricane to happen,conditions have to be just right,”Klotzback says.

    First, the ocean water needs to be warm enough so that it evaporates and rises into the air.As it rises.the vapor cools and turns back into liquid.This process gives off heat.This produces energy like an engine that causes winds to increase.It drives the formation of a hurricane.

    If wind speeds reach 40 miles per hour,the system is called a“tropical storm”(热带风暴),and it gets a name.At 75 miles per hour,it becomes a hurricane.

    Hurricanes that hit the US start when a thunderstorm forms off the coast of Africa.Storms also develop over tropical waters in other parts of the world.

    On average,60 or 70 storms form off Africa every year.About l0 of them get names.There are usually about six hurricanes.Two tend to be very big,with winds of 115 miles per hour of higher.

    The hurricane season lasts from June to November.Ninety percent of all hurricanes hit in Au

gust,September,and October.

1.According to the text,hurricanes usually ________

    A.form off the coast of Africa and America

    B.travel at 40 miles per hour and get its name

    C.cause sea winds to rise and blow over the sea

    D.hit parts of the world in summer and autumn

2.If _______,people can prepare for the storms better.

    A.people fully realize the destroy of storms

    B.scientists give predi6tions or warnings of storms more exactly

    C.scientists know where a storm will happen

    D.conditions of the storms are just to be right.

3.The underlined word“evaporates”(in Paragraph 5)probably means“________”.

    A.begins to move    B.gets lost

    C.becomes hot           D.changes into a gas

4.Which of the following about the information of a hurricane is the correct order

    a.The ocean water evaporates and goes into the air.

    b.Heat creates energy and causes winds to increase.

    c.ne vapor cools.

    d.The ocean water is warm enough.

    e.The vapor changes back into liquid.

    f.This course gives out heat.

    A.a,d,e,b,c,f             B.a,b,c,f,d,e

    C.d,a,c,e,f,b               D.d,a,b,c,e,f

5.Which of the following statements is NOT true?

    A.The speed of the biggest two hurricanes reaches 115miles per hour.

    B.About one third of the hurricanes tend to be very big.

    C.One out of six or seven storms get names.

    D.Every year at least 60 storms form off Africa.

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