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题型:阅读理解-阅读单选 难度:0.4 引用次数:294 题号:11435265

If English means endless new words, difficult grammar and sometimes strange pronunciation, you are wrong. Haven’t you noticed that you have become smarter since you started to learn a language?

According to a new study by a British university, learning a second language can lead to an increase in your brain power. Researchers found that learning other languages changes grey matter. This is the area of the brain which processes information. It is similar to the way that exercise builds muscles.

The study also found the effect is greater when the younger people learn a second language.   A team led by Dr. Andrea Mechelli, from London University, took a group of Britain people who only spoke English. They were compared with a group of “early bilinguals” who had learnt a second language before the age of five, as well as a number of later learners.

Scans showed that grey matter density in the brain was greater in bilinguals than in people without a second language. But the longer a person waited before mastering a new language, the smaller the difference was.

“Our findings suggest that the structure of the brain is changed by the experience of learning a second language,” said the scientists. It means that the change itself increases the ability to learn.

Professor Dylan Vaughan Jones of the University of Wales has researched the link between bilingualism and math skill. “Having two languages gives you two windows on the world and makes the brain more flexible,” he said. “You are actually going beyond language and have a better understanding of different ideas.”

The findings were matched in a study of native Italian speakers who had learned English as a second language between the ages of 2 and 34. Reading, writing and comprehension were all tested. The results showed that the younger they started to learn, the better. “Studying a language means you get an entrance to another world,” explained the scientists.

1. The main subject talked about in this passage is .
A.science on learning a second language
B.man’s ability of learning a second language
C.language can help brain power
D.language learning and math study
2. In the second paragraph, the writer mentions “exercise” in order to .
A.say language is also a kind of physical labor
B.prove that one needs more practice when he/she is learning a language
C.show the importance of using the language when you learn the language
D.make people believe language learning helps grey matter work well
3. In the last two paragraphs, the author wants to tell us that .
A.learning a second language is the same as studying math
B.early learning of a second language helps you a great deal in study other subjects
C.Italian is the best choice for you as a second language
D.we’d better choose the ages between 2 and 34 to learn a second language
20-21高一上·浙江宁波·阶段练习 查看更多[3]

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【推荐1】Modern technology has a strong influence on every part of our life, including the education in the universities.

Ashok Goel, a professor of Georgia Institute of Technology, says he uses the Internet in almost all of the classes he teaches. Every term over 300 graduate students take his class on artificial intelligence (人工智能). The students never meet in person. All of the classes take place online — through a website, which lets students ask questions and complete their work from anywhere in the world.

Having hundreds of students in a class means Ashok Goel has to answer thousands of questions. He has eight teaching assistants to help him. But even that is not enough to give all the students the help they need.

So, in January, Goel had an idea. He decided to try an experiment. At the start of the spring 2016 term, he added a new member to his teaching team: Jill Watson. She was able to answer questions faster than most other teaching assistants. And she was available 24 hours a day.

It was only at the end of the term that Goel’s students learned Watson’s true identity: she was not a real person like the other teaching assistants. Jill Watson was an AI computer program.

And it seems Goel’s stories will become more common in the universities.

A website called Campus Technology publishes stories about how colleges and universities use new technology. In August, the site published a survey of over 500 professors and their use of technology. Fifty-five percent of the professors asked students to use study materials online before coming to class. And, more than 70 percent combined (使相结合) online materials and face-to-face teaching in their classrooms.

1. What can we learn from Paragraph 2?
A.Goel seldom uses the Internet in his class.B.The students take Goel’s class online.
C.Goel occasionally meets his colleagues.D.Goel’s students dislike going to college.
2. Why does Goel have many teaching assistants to help him?
A.He is not a clever professor.B.He wants to have a good sleep.
C.He does not want to give answers.D.He has no time to answer all the questions.
3. What can we know about Jill Watson?
A.She was a real person.B.She helped Goel with his work.
C.She was one of Goel’s students.D.She could ask all the questions.
4. What does the underlined word “identity” in Paragraph 5 probably mean?
A.Who a person is.B.The name of a person.
C.Where a person is from.D.A person’s contribution.
5. What is the passage mainly about?
A.Ashok Goel has eight assistants to help him.
B.New technology is changing our way of living.
C.Modern technology greatly influences college education.
D.Teachers will be completely replaced by the computers.
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【推荐2】One day, I asked some college students to tell me the first word that came to mind when thinking about mathematics. The top words were “calculation” and “equation(等式)”. Instead, the mathematicians offered phrases like “critical thinking” and “problem-solving.” This is unfortunately common. What mathematicians think of is entirely different from what the general population thinks of. No wonder we hear “I hate math” so often.

So I set about solving this problem unconventionally. I decided to offer a class called “The Mathematics of Knitting”. I removed pencil, paper, calculator and textbook from the classroom completely. Instead, we talked, used our hands, drew pictures and played with everything. And of course, we knit.

One essential and difficult part of mathematical content is the equation, and crucial to this is the equal sign, which is very strict. An equation like x = 5 tells us the number 5 and the value of x must be exactly the same. Any small deviation(偏离) from “exactly” means two things are not equal. However, two quantities are always not exactly the same in life. Imagine that you have two square pillows. The first is red on top, yellow on the right, green on bottom and blue on the left. The second is yellow on the top, green on the right, blue on bottom, and red on the left. The pillows aren't exactly the same but certainly similar. In fact, they would be exactly the same if you turned the pillow with the red top once counterclockwise.

Another topic is referred to as “rubber sheet geometry”. The idea is to imagine the whole world is made of rubber, then reimagine the shapes. Let’s try to understand it with knitting. For example, while being made, a hat is shaped by three needles, making it look triangular. Then, once it comes off the needles, it relaxes into a circle. In fact, all polygons(多边形) become circles   in this field of study.

The subjects above are typically reserved for math majors in college. If more mathematicians were able to set aside classical techniques, more people out there could embrace mathematical thought.

1. Why did the author start “The Mathematics of Knitting”?
A.To promote traditional handicraft.
B.To cultivate the students’ capacity to solve problems.
C.To remove the common misunderstanding about math.
D.To enhance the students’ skills in the application of math.
2. What is the relationship between the equation in math and that in life?
A.Same and exact.B.Same but different.
C.Equal and precise.D.Different but inseparable.
3. How does the author present what mathematics really is?
A.By clarifying reasons.B.By giving examples.
C.By analyzing results.D.By describing procedures.
4. Which of the following can be the best title for the text?
A.Math: a novel skill of knitting
B.Knitting: an unconventional course
C.Different Flavors of Math Revealed by Knitting
D.The Calculation and Equation in Mathematical Content
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【推荐3】Children’s Acquiring the Principles of Mathematics and Science

It has been pointed out that learning mathematics and science is not so much learning facts as learning ways of thinking. It has also been emphasized that in order to learn science, people often have to change the way they think in ordinary situations. These changes in ways of thinking are often referred to as “conceptual changes”. But how do “conceptual changes” happen? How do children change their ways of thinking as they learn in school?

The psychologist Piaget suggested an interesting hypothesis (假说) relating to the process of cognitive (认知的) change in children. Cognitive change was expected to result from the pupils’ own intellectual activity. When met with a result that challenges their thinking, that is when faced with conflict, pupils realize that they need to think again about their own ways of solving problems, regardless of whether the problem is one in mathematics or in science. He hypothesised that conflict brings about unbalance, and then triggers processes that ultimately produce cognitive changes. For this reason, pupils need to be actively engaged in solving problems that will challenge their current mode of reasoning. However, Piaget also pointed out that young children do not always abandon their ideas in the face of conflicting evidence. They may actually abandon the evidence and keep their theory.

Piaget’s hypothesis about how cognitive change occurs was later translated into an educational approach which is now termed “discovery learning”. Discovery learning initially took what is now considered the “lone learners” route. The role of the teacher was to select situations that challenged the pupils’ reasoning; and the pupils’ peers had no real role in this process. However, it was subsequently proposed that interpersonal conflict, especially with peers, might play an important role in promoting cognitive change. This hypothesis has been investigated in many recent studies of science teaching and learning.

Christine Howe and her colleagues, for example, have compared children’s progress in understanding several types of science concepts when they are given the opportunity to observe relevant events. In one study, Howe compared the progress of 8 to 12-year-old children in understanding what influences motion down a slope. In order to figure out the role of conflict in group work, they created two kinds of groups according to a pre-test: one in which the children had dissimilar views, and a second in which the children had similar views. They found support for the idea that children in the groups with dissimilar views progressed more after their training sessions than those who had been placed in groups with similar views. However, they found no evidence to support the idea that the children worked out their new conceptions during their group discussions, because progress was not actually observed in a post-test immediately after the sessions of group work, but rather in a second test given around four weeks after the group work.

1. Which of the following statements is in line with Piaget’s hypothesis?
A.Teachers play a big role in learning by explaining difficult concepts.
B.Teaching should be consistent in order to easily acquire knowledge.
C.Children can help each other make cognitive progress.
D.Cognitive progress mainly relies on children’s own intellectual activity.
2. The lone learner’ route is an educational approach which ________.
A.was adopted during discovery learning early on
B.requires help from the pupils’ peers
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3. Which statement describes Howe’s experiment with 8 to 12-year-old children correctly?
A.The most active children made the least progress according to a pre-test.
B.The children were evaluated on their abilities to understand a physics phenomenon.
C.The teacher aided the children to understand a scientific problem in group work.
D.All the children were working in mixed-ability groups to work out new conceptions.
4. It can be inferred from the last paragraph ________.
A.that children acquire more when learning in groups
B.that children opposing each other would learn slower
C.that the children were given a total of three tests, at different times
D.that there can be a satisfying result thanks to the duration of test
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