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   Beggars are often seen sitting under blankets as people walk past them in Cambridge’s market center. Some ask passers-by(路人) for change and some just sit and wait to be given money．

   To solve the problem of begging, an “alternative giving” plan has been suggested. Ten blue money boxes will be placed in busy places such as the market and the railway station. The aim is to encourage people not to give money directly(直接地) to beggars but instead to give generously to the local people who are homeless．

   Different people have different opinions. Supporters of this plan think it will be a good way to solve the beggars’ alcohol and drug problems(酗酒和吸毒). But the police don’t support it. They argue that beggars who do not receive cash（现金）may turn to criminality( 犯罪). The homeless charity “Crisis” said the success of any plan will depend on its style. They think that imaginative and positive(积极的) plans can help create local understanding and sympathy（同情心）. Most of the beggars don’t like the plan because they think they will not get enough money from the boxes for their showers, food, and clothes.

   Begging is a big social problem both in developing and developed countries. Governments must play a big role in working out this problem. Training beggars to work and helping them to find jobs is a good way. This is true for developing countries where many simple jobs exist. People should also be educated to see beggars not as dirty and dangerous, but as people who need understanding and help.

1.________ problem
Introduction to the begging  problem	Some beggars ask 2.________ for money. Some beggars just sit and wait to be given money.
An “alternative plan” to the  problem	I In some busy places, ten blue boxes will be placed to 3._____       people to give money to local homeless people.
Different 4.____ on the suggested plan	Supporters think it very good to solve the problems. The police oppose(反对) the plan arguing that the beggars may turn to criminality5._____ of lack(缺少) of cash. The homeless charity said that it remains to be seen whether this plan would work well. Most of the beggars 6._____ the plan because the money that they will get from the box will not be enough. They can’t 7.____ their showers, food and clothes.
8._____to deal with the problem	Governments must be active in 9.____this problem by training beggars to work and helping them to find proper jobs． The public shouldn't look 10._____upon beggars but understand and help them.

 

A blind schoolgirl has become the youngest interpreter (口译员) when she is only ten years.

Alexia Sloane is from Cambridge. She was told by the doctor she had a brain tumor (脑癌) when she was on holiday "with her parents in France. After that the two-year-old girl became blind.

Though the little girl can't see anything, she has great talent for languages and at the age of 10 she is already fluent (流利的) in English, French, Spanish and Chinese-and is learning German.

Now her dream of working as an interpreter has come true. East of England MEP (欧盟议员) Robert Sturdy invited her to the European Parliament (议会). "Usually a person who enters the European Parliament should be 14 at least. So it was amazing for Alexia to work there at the age of 10. " said Alexia's mother Isabelle. Alexia can speak three languages since birth. As her mum is hah" French and half Spanish and her dad Richard is English. " She has always been very good at languages and shown an interest from a very young age. " added Isabelle, who also has a four-year-old daughter Melissa.

Alexia has dreamed of becoming an interpreter since she was six and chose to go to the European Parliament as her prize when she won the Young Achiever Community Award of the Year (年度青年成就奖). She asked if she could learn from the interpreters and HEP Robert Sturdy agreed to take her along as his guest. " It was fantastic and I decided to become an interpreter, "said Alexia. "Nothing can stop me. "

1.How old is the youngest interpreter according to the passage?

A．4.

B．6.

C．10.

D．14.

2.When did Alexia Sloane become blind?

A．When she was born.

B．After she had a brain tumor.

C．After she became an interpreter.

D．When she was on holiday with her parents.

3.Who offered Alexia the chance of working as an interpreter?

A．Richard.

B．Isabelle.

C．Melissa.

D．Robert Sturdy.

4.What is right about Alexia Sloane?

A．She can speak five language fluently.

B．She is a talented language learner.

C．She is the only child in the family.

D．She went to France on holiday after she won the award.

5.What do you think is the meaning of the sentence "Nothing can stop me. "?

A．Never give up.

B．Believe in yourself.

C．Nothing is impossible.

D．Failure is the mother of success.

 

 

         The famous Chinese mathematician(数学家) Hua Luogeng was born in Jintan County, Jiangsu province in 1910. When he was young, life was very difficult for his family. Still, the boy took great interest in math.

         In the summer of 1931, he was fortunate(幸运的) enough to become an assistant in the Math Department(系) of Qinghua University, where he spent every moment he could find working and studying, and he finished his compulsory(必修的) math course all by himself in only 13 months!

         Between the years of 1936 and 1938, he was further studying in Cambridge University in the U.K. In 1950, together with his family, he returned to China from the USA. He said, “I’m Chinese, and I’ll do my best for my motherland.”

         So he did. He devoted(贡献) all his life to the math study and won the great fame(荣誉) for our country.

         He died for heart trouble in 1985 while lecturing in Japan. People will always remember him as a great scientist.

1. Which of the following is not true?

A.      Hua Luogeng is a famous Chinese mathematician.

B.      Hua Luogeng died in China.

C.      Hua Luogeng was born in Jingtan County.

D.      Hua Luogeng comes from Jiangsu.

2. The word “assistant”in this passage means “____” in Chinese.

A.      帮手           B.服务员          C.助教            D.教授

3.Hua Luogeng was ____ in 1937. Which of the following cannot be chosen?

         A. in China    B. abroad    C. in Cambridge    D. in England

4. From the story we can guess that Hua Luogeng was born in ____.

         A. a rich family                                  B. a poor family

         C. a mathematician family                D. a fortunate family

 

In life, people come across many experiences, which they remember all their lives. I had a similar experience, too.
It was the day of my last paper of the final exam. My uncle had invited me to spend my vacation with him. I was especially excited about the invitation that my uncle had given me to stay with him for a few days in Cambridge.
On that day we got into our classroom. The teacher quickly handed out the paper. The exam would last two hours and some of the expected questions came. I finished it almost forty-five minutes earlier. But since it was a rule not to collect the paper before the allotted（规定的）time. I had to sit till the teacher collected the paper. I checked my paper twice and corrected some of the mistakes in it. I started thinking about the place my friends and I had planned to go to after the exam. The time seemed to be endless. So I thought of drawing something on the paper and turned it overleaf. I was shocked to see that the page which I had supposed to be blank had four more questions on it which carried 20 marks and would take at least half an hour to complete. There were only 10 minutes left. I was so nervous that I could hardly write anything. They were the sub-questions（小题）of the last question. Suddenly our physics teacher came in and told all of us that in the last question, out of 6 sub-questions only 2 had to be solved. I felt very relieved.
From then on, I realized that my anxiousness and excitement could have cost me to lose 20 marks and decided never to make such a mistake again.
【小题1】Which of the following statements is true?

A．The writer didn’t work hard at physics.

B．The writer lost 20 marks for the last question.

C．The writer made some mistakes during the exam.

D．The questions on the paper were difficult for the writer.

【小题2】The underlined word “relieved” means ________.

A．less worried	B．less afraid
C．more surprised	D．more nervous

【小题3】 We can infer（推断） from the passage that _____________.

A．the writer did 2 sub-questions of the last question

B．the writer finished doing all the sub-questions

C．the writer spent 45 minutes finishing the paper

D．the writer got full marks in the physics exam

【小题4】We can learn from the passage that we should _____________.

A．learn some exam skills

B．be careful not to make mistakes in the exam

C．try our best to do well in the exam

D．concentrate on what we are doing

The famous Chinese mathematician(数学家) Hua Luogeng was born in Jintan County, Jiangsu province in 1910. When he was young, life was very difficult for his family. Still, the boy took great interest in math.
In the summer of 1931, he was fortunate(幸运的) enough to become an assistant in the Math Department(系) of Qinghua University, where he spent every moment he could find working and studying, and he finished his compulsory(必修的) math course all by himself in only 13 months!
Between the years of 1936 and 1938, he was further studying in Cambridge University in the U.K. In 1950, together with his family, he returned to China from the USA. He said, “I’m Chinese, and I’ll do my best for my motherland.”
So he did. He devoted(贡献) all his life to the math study and won the great fame(荣誉) for our country.
He died for heart trouble in 1985 while lecturing in Japan. People will always remember him as a great scientist.
【小题1】 Which of the following is not true?
Hua Luogeng is a famous Chinese mathematician.
Hua Luogeng died in China.
Hua Luogeng was born in Jingtan County.
Hua Luogeng comes from Jiangsu.
【小题2】 The word “assistant”in this passage means “____” in Chinese.
帮手    B.服务员    C.助教     D.教授
【小题3】Hua Luogeng was ____ in 1937. Which of the following cannot be chosen?

A．in China

B．abroad

C．in Cambridge

D．in England

【小题4】 From the story we can guess that Hua Luogeng was born in ____.

A．a rich family	B．a poor family
C．a mathematician family	D．a fortunate family