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阅读理解型问题以内容丰富、构思新颖、题样多变、超越常规为特点,知识的覆盖面较大.它可以是阅读课本原文,也可以设计一个新的数学情境,让学生在阅读的基础上通过理解、分析、比较、综合、抽象和概括,在归纳、演绎、类比、推理论证的基础上做出回答,这类题要求生要善于总结解题规律并能充分运用数学思想和方法.因此,要求学生在学习中应透彻理解所学内容,搞清楚知识的来龙去脉,不仅要学会数学基础知识,更要掌握在研究过程中体现的数学
Reading comprehension problems are characterized by rich content, novel ideas, varied subjects, and transcendental features. The coverage of knowledge is large. It can be to read textbook texts or to design a new mathematics context for students to read on. Through understanding, analysis, comparison, synthesis, abstraction, and summarization, based on inductive, deductive, analogical, and inferential theoretical proofs, these questions require students to be good at summarizing the law of problem solving and to make full use of mathematical ideas and methods. Requires students to thoroughly understand what they have learned in their studies and understand the ins and outs of knowledge. They must not only learn the basic knowledge of mathematics, but also master the mathematics embodied in the research process.