八年級學(xué)生數(shù)學(xué)學(xué)習(xí)分化點(diǎn)的調(diào)查研究
[Abstract]:In mathematics learning, there are such knowledge points, their learning process is very easy to cause students to divide, we call it "differentiation point". From the point of view of mathematics teaching practice, the differences in students' scores can be traced back to the smooth learning of some differentiation points. For a long time, although many teachers have carried on the unremitting exploration and practice to the teaching of the mathematics differentiation point, but most of them are about the senior high school, the research on the differentiation point of mathematics learning in the eighth grade is very few. And most of the conclusions are based on the experience of teaching, without systematic analysis of the causes. In this paper, first of all, literature research method is used to analyze the former research on differentiation points. On this basis, the eighth grade mathematics knowledge content, teachers and students questionnaire survey, teacher interviews, students in peacetime homework and test investigation. Through the statistical analysis of the data, this paper obtains the differentiation point of the eighth grade students' mathematics learning, and analyzes its causes from three aspects: the content characteristics of the differentiation points, the characteristics of the students themselves, and the causes of the teachers' teaching. The teaching strategy of breaking through the differentiation point is put forward and the effectiveness of the strategy is tested in groups. By means of questionnaire investigation, cause analysis, strategy study, and so on, this study has obtained the following basic conclusions: (1) to determine the dividing point of mathematics learning of the eighth grade students through the questionnaire survey between teachers and students; According to the statistics of students' homework and test, it is concluded that the strong differentiation points of the eighth grade students' mathematics learning are the shortest path problem, the judgment of parallelogram, the judgement of triangle's full equality, and the isosceles triangle; Weakly differentiated points are: first function and equation and inequality, divisional equation, square, image of function, common factor method, bisection property of angle, height of triangle, center line and angular bisection line, Equilateral triangle. (2) from three aspects of the characteristics of the content of the differentiation point, the characteristics of the students themselves, and the reasons of the teacher's teaching, from the perspective of the differentiation point itself, the content is abstract, the thinking requirement is high and has certain difficulty; From the point of view of students' cognitive characteristics, perceptual thinking characteristics, negative thinking habits, insufficient learning motivation and wrong learning methods are the reasons for the emergence of the split point. Analyzing from the teachers' teaching condition, there are disadvantages such as "role differentiation", "empiricism", emphasis on knowledge imparting, neglecting thinking methods and so on. (3) aiming at the general differentiation point, the coping strategy of the special differentiation point is aimed at the general differentiation point. Should grasp the characteristic, decomposes the difficulty; Update ideas, face the whole; change strategies to improve efficiency; stimulate interest, active learning. In order to break through the difficulty, disperse the difficulty, and guide the weakness differentiation carefully, strict requirements are required. (4) the specific teaching fragment design of the chapter on axisymmetric is carried out, and its validity is tested.
【學(xué)位授予單位】:南京師范大學(xué)
【學(xué)位級別】:碩士
【學(xué)位授予年份】:2017
【分類號】:G633.6
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