【A2-Listening】11 Understanding an explanation-理解解释

【A2-Listening】11 Understanding an explanation-理解解释

Listen to a professor’s explanation to practise and improve your listening skills.
听教授的讲解来练习和提高你的听力技巧。

Do the preparation task first. Then listen to the audio and do the exercises.
先做好准备工作。然后听音频并做练习。

Preparation准备

Understanding an explanation – preparation

Match the words and the definitions.

  • Question

Vocabulary
1.a lecture
2.geometry
3.a sequence
4.common
5.the Middle Ages
6.mathematician

Definitions
a. a series of related numbers in a particular order
b. a formal talk given to a group of people, especially at university
c. a period in European history, approximately between the years 500 and 1500
d. the study of lines, angles and surfaces in mathematics
e. a person who studies or teaches mathematics
f. found in many places

  • Answer
  1. a series of related numbers in a particular order – a sequence
  2. a formal talk given to a group of people, especially at university – a lecture
  3. a period in European history, approximately between the years 500 and 1500 – the Middle Ages
  4. the study of lines, angles and surfaces in mathematics – geometry
  5. a person who studies or teaches mathematics – mathematician
  6. found in many places – common

一系列按特定顺序排列的相关数字——序列
对一群人进行的正式演讲,尤其是在大学里——一场讲座
欧洲历史上的一段时期,大约在 500 年至 1500 年之间——中世纪
数学中对线、角和面的研究——几何
研究或教授数学的人 – 数学家
在很多地方都可以找到——常见


        

Transcript

English

Professor: OK, before we continue, does anybody have a question? Oh, lots of questions, I see. OK, we’ll go one at a time. Yes?

Student: Thank you. You talked about Fibonacci numbers in the lecture. Sorry, I don’t understand. Can you explain?

Professor: Of course. What do you want to know?

Student: OK … I hope this isn’t a silly question, but what does Fibonacci actually mean?

Professor: No question is ever silly – it’s always good to ask. OK, it’s the name of a person. Fibonacci was a European mathematician in the Middle Ages.

Student: Ah, OK. Thanks. So, we know he was a person, but what are the Fibonacci numbers? I don’t get it.

Professor: The Fibonacci numbers are a sequence of numbers. They go 1, 1, 2, 3, 5, 8 and so on. Do you see the sequence? Do you see how it works?

Student: I’m not sure.

Professor: OK. This is how it works. The first number is 1, then 1 again, then 2. The third number is the first number plus the second number. The fourth number is the second number plus the third number: 1 plus 2 is 3. The fifth number is the third number, 2, plus the fourth number, 3. So the fifth number in a Fibonacci sequence is 5.

Student: Ah! I think I understand now. But what about their importance? You said these were very important.

Professor: Yes, let me explain. This sequence of numbers is important because we see it in many things. Fibonacci numbers are common in geometry, they are common in nature, for example in plants. We see the sequence everywhere.

Student: Could you give us some more examples?

Professor: OK … well, we don’t have time right now but I can bring more examples in for next class, OK?

English-Chinese

Professor: OK, before we continue, does anybody have a question? Oh, lots of questions, I see. OK, we’ll go one at a time. Yes?
教授:好的,在我们继续之前,有人有问题吗?哦,我看看,有很多问题。好的,我们一次回答一个。是的?

Student: Thank you. You talked about Fibonacci numbers in the lecture. Sorry, I don’t understand. Can you explain?
学生:谢谢。您在讲座中谈到了斐波那契数列。抱歉,我不明白。你可以解释吗?

Professor: Of course. What do you want to know?
教授:当然。你想知道什么?

Student: OK … I hope this isn’t a silly question, but what does Fibonacci actually mean?
学生:好的……我希望这不是一个愚蠢的问题,但是斐波那契实际上意味着什么?

Professor: No question is ever silly – it’s always good to ask. OK, it’s the name of a person. Fibonacci was a European mathematician in the Middle Ages.
教授:没有任何问题是愚蠢的——提出总是好的。好吧,这是一个人的名字。斐波那契是中世纪欧洲数学家。

Student: Ah, OK. Thanks. So, we know he was a person, but what are the Fibonacci numbers? I don’t get it.
学生:啊,好的。谢谢。所以,我们知道他是一个人,但是斐波那契数是多少?我不明白。

Professor: The Fibonacci numbers are a sequence of numbers. They go 1, 1, 2, 3, 5, 8 and so on. Do you see the sequence? Do you see how it works?
教授:斐波那契数列是一个数字序列。他们走1、1、2、3、5、8等等。你看到顺序了吗?你明白它是如何运作的吗?

Student: I’m not sure.
学生:我不确定。

Professor: OK. This is how it works. The first number is 1, then 1 again, then 2. The third number is the first number plus the second number. The fourth number is the second number plus the third number: 1 plus 2 is 3. The fifth number is the third number, 2, plus the fourth number, 3. So the fifth number in a Fibonacci sequence is 5.
教授:好的。这就是它的工作原理。第一个数字是 1,然后又是 1,最后是 2。第三个数字是第一个数字加上第二个数字。第四个数字是第二个数字加上第三个数字:1 加 2 等于 3。第五个数字是第三个数字 2 加上第四个数字 3。因此斐波那契数列中的第五个数字是 5。

Student: Ah! I think I understand now. But what about their importance? You said these were very important.
学生:啊!我想我现在明白了。但它们的重要性又如何呢?你说这些非常重要。

Professor: Yes, let me explain. This sequence of numbers is important because we see it in many things. Fibonacci numbers are common in geometry, they are common in nature, for example in plants. We see the sequence everywhere.
教授:是的,让我解释一下。这个数字序列很重要,因为我们在很多事情中都能看到它。斐波那契数在几何学中很常见,在自然界中也很常见,例如在植物中。我们随处可见这种顺序。

Student: Could you give us some more examples?
学生:您能给我们举一些更多的例子吗?

Professor: OK … well, we don’t have time right now but I can bring more examples in for next class, OK?
教授:好吧……好吧,我们现在没有时间,但我可以在下节课上举更多例子,好吗?

Task1

Understanding an explanation – 1

Choose the correct answer.

  • Question
  1. The professor says there …
    are lots of questions.
    is only one question.
    are no questions.
  2. Fibonacci was …
    from central England.
    the first in a sequence of scientists.
    a mathematician.
  3. What is the next number in this Fibonacci sequence: 1, 2, 3, 5, …
    6
    7
    8
  4. What does the professor say about Fibonacci numbers?
    They are common.
    They are uncommon.
    They are very difficult to understand.
  5. What does the professor promise?
    To explain better
    To bring examples to next class
    To include this in the exam
  • Answer
  1. The professor says there …
    ✔are lots of questions.
    is only one question.
    are no questions.
  2. Fibonacci was …
    from central England.
    the first in a sequence of scientists.
    ✔a mathematician.
  3. What is the next number in this Fibonacci sequence: 1, 2, 3, 5, …
    6
    7
    ✔8
  4. What does the professor say about Fibonacci numbers?
    ✔They are common.
    They are uncommon.
    They are very difficult to understand.
  5. What does the professor promise?
    To explain better
    ✔To bring examples to next class
    To include this in the exam

Task2

Understanding an explanation – 2

Put the words in order.

  • Question
  1. not about the sequence. sure I’m
  2. understand. I don’t
  3. get it. don’t I
  4. mean? does What Fibonacci
  5. explain. Let me
  6. it works. how is This
  7. have Does anybody question? a
  8. know? do to want you What
  • Answer
  1. I’m not sure about the sequence.
  2. I don’t understand.
  3. I don’t get it.
  4. What does Fibonacci mean?
  5. Let me explain.
  6. This is how it works.
  7. Does anybody have a question?
  8. What do you want to know?

Discussion讨论

What was the last lecture you went to about? Did the professor explain it clearly? 你上一次听的讲座是什么?教授解释清楚了吗?

Vocabulary

silly

  • 简易

    英/ˈsɪli/美/ˈsɪli/
    adj.愚蠢的,傻的;嬉笑滑稽的;失去理智的;微不足道的,不实用的;(板球)(防守位置)靠近击球手的

    n.<非正式>傻瓜,笨蛋(尤指儿童)

    adv.极度地

    【名】 (Silly)(匈、法)西利(人名)

    初中 | 高中 | 考研 | IELTS
    复数sillies比较级sillier或more silly最高级silliest或most silly

  • 《柯林斯英汉双解大词典》

    silly/ˈsɪlɪ/|CET4 TEM4
    sillier silliest
    ADJ If you say that someone or something is silly, you mean that they are foolish, childish, or ridiculous. 愚蠢的; 幼稚的; 荒唐的

    • My best friend tells me that I am silly to be upset about this.
    我最好的朋友说我为此事心烦太傻了。

    • I thought it would be silly to be too rude at that stage.
    我觉得处在那个阶段上太过粗鲁是很幼稚的。

geometry

  • 简易

英/dʒiˈɒmətri/美/dʒiˈɑːmətri/

n.几何,几何学;几何形状,几何构造;几何体系

高中 | CET4 | CET6 | 考研 | IELTS | TOEFL | SAT
复数geometries

  • 《柯林斯英汉双解大词典》

geometry/dʒɪˈɒmɪtrɪ/|CET4 TEM4
1.N-UNCOUNT Geometry is the branch of mathematics concerned with the properties and relationships of lines, angles, curves, and shapes. 几何学

• …the very ordered way in which mathematics and geometry describe nature.
…数学和几何学描述自然的条理性。

2.N-UNCOUNT The geometry of an object is its shape or the relationship of its parts to each other. 几何图形; 几何结构

• …the geometry of the curved roof.
…几何图形的弧形房顶。


【A2-Listening】11 Understanding an explanation-理解解释
http://coderdream.github.io/2024/03/22/a2-listening-11-understanding-explanation/
作者
CoderDream
发布于
2024年3月22日
许可协议