大学英语四级91及答案解析.doc
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1、大学英语四级 91 及答案解析(总分:746.56,做题时间:130 分钟)一、Writing (30 minutes)(总题数:1,分数:30.00)1.For this part, you are allowed thirty minutes to write a composition on the topic Dont hesitate to say “No“. You should write at least 120 words and you should base your composition on the outline (given in Chinese) below:
2、 1别人请求帮助时,在什么情况下我们会说“不”。 2为什么有些人在该说“不”的时候不说“不”。 3该说“不”时不说“不”的坏处。 (分数:30.00)_二、Reading Comprehensio(总题数:1,分数:71.00)Mathematics Education of Japan Generally speaking, people emphasize that elementary school children should be taught just basic mathematic fundamentals and knowledge, such as basic calcu
3、lation or understanding the names and the properties of simple diagrams. In such lessons, teachers teach mathematics lessons in a way that children do not think deeply about mathematical maters, that is, children just learn the procedures of calculation, the properties of diagrams, etc. I am sure th
4、at children should learn basic and fundamental skills and knowledge, however, such lessons do not promote interest and appreciation of mathematical learning. I think that children do need to think for themselves and act for themselves through mathematics lessons in addition to mathematic fundamental
5、s. Then, how can we foster childrens abilities to think and express themselves mathematically? I will present my fundamental ideas and an actual record of lessons. Add Advanced Learning in Mathematics Curriculum or Develop the Curriculum Curriculum standards show explicitly minimum essentials that c
6、hildren have to learn in school. Japanese textbooks are written based on the curriculum standards and it has no extension because of limitation. It is a teachers responsibility to lead his/her lesson to develop childrens thinking beyond the restrictions of the textbook. Furthermore, we need to plan
7、advanced learning in our mathematics curriculum within limited teaching hours. This means that we should intersperse the curriculum standards with expanded content. Changing from “Knowledge Pouring-type Lessons“ to “Knowledge Creating-type Lessons“ Next, we teachers need to change our views of eleme
8、ntary mathematics lessons. We should try to change from traditional “Knowledge Pouring-type Lessons“ to “Knowledge Creating-type Lessons“. Knowledge pouring-type lesson means a traditional and conventional style where teachers give children ready-made mathematics knowledge and concepts in a one-side
9、 way. On the contrary, knowledge creating-type lesson means that children create mathematics knowledge and concepts themselves. This change is needed for children as well as for teachers. It is important that children feel that learning mathematics is to create new mathematics thinking, while talkin
10、g about mathematical maters together. The Way of Thinking About “Knowledge Creating-type Lessons“ The necessary condition to approve “Knowledge Creating-type Lessons“ is the thought that elementary mathematics lessons consist of childrens constructive activities (the view of constructive learning).
11、Constructive learning is done through childrens collaborative and interactive learning about each thought. Therefore, teachers do not explicitly teach children their knowledge and skill but children grasp a problem themselves, pursue, and solve the problem. Thus, they create new knowledge themselves
12、 through the learning of problem solving, (but, I do not agree to what is called “New-New Math“, overemphasizing constructive learning without basic drills. Until now it has been said that such learning is only for advanced children; however, this method could be used to deepen mathematical understa
13、nding in low-level children also. The situation where the class includes various types of children all thinking together in mathematics lessons makes it possible to practice knowledge creating-type lessons. That is, in normal classrooms of mixed abilities, we can make use of childrens thoughts, deve
14、loping their learning and creating new knowledge. Because of this we do not need to group children specially. The Role of Teacher is to Draw Out Childrens Thoughts What is the way to be able to make use of low-level childrens thoughts as 1 stated in the above chapter? It means that childrens simple
15、and natural questions and thoughts could be important elements of mathematics lessons. That is, childrens expressions, words, attitudes, and responses could be elements that are integrated into mathematics lessons. Sometimes, childrens murmuring and mistakes can be important cues. The teacher needs
16、the ability to draw out childrens expressions and to teach children how to express their thoughts. The teacher has to draw out childrens thoughts, listen to them, and let children discuss them together, and by doing so expanding their thoughts. In other words, a teacher would act as a chair presidin
17、g over a lesson or as the coordinator of it. When to Advance Childrens Mathematical Thinking and Expression Abilities Although we might say we can do it in every lesson stage, it is first clear that we can encourage children when to ask questions. Children discover new problems when facing various m
18、athematical teaching materials that the teacher presents in, a lesson. When discovering new problems, they have to think about it in many ways and express their thoughts. Next, their abilities can be developed at the stage where they pursue their problem cooperatively. Then, they have to think out a
19、nd express their thoughts and solutions. Moreover, to analyze the expression presented also can become a mater to think about together. Therefore, It is important that we teachers lead children to discover other new problems after they solve the previous problem. That is, knowledge creating-type les
20、sons show continuous problem solving from problem to problem. Such lessons make it possible to draw out and encourage childrens thinking and expressions. The point is that we let children think about and discuss mathematical matters, which can be a method to foster childrens mathematical thinking an
21、d expressions ability. Recently, it has been said loudly that we should reform our mathematics education. But frankly speaking, we cannot say it has been very fruitful. Various proposals have been made about how to teach mathematics lessons, however, I have not heard mathematics classroom in school
22、has been actually reformed. The reason why lesson reform has been less successful may be that teachers have not considered much of childrens thoughts and feelings in mathematics lessons until now. Therefore, we need to accept and consider childrens thinking and expression much more. In other words,
23、we need to reform our lessons into continuous problem solving lessons that foster childrens mathematical thinking and expression abilities. Through continuous practicing lessons that make children think and expression themselves mathematically, children acquire basic skills and knowledge. It is not
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- 大学 英语四 91 答案 解析 DOC
