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1.试题分析注重基础,突出通性通法的考查。数学试卷整体上平和稳定,既坚持重点内容重点考查,又保持知识点的覆盖率,突出考查数学基本概念、基本方法,避免繁难的计算。如文(9)考查了三角函数定义,要求学生能够结合图形研究并解决问题。理(10)考查了等差和等比数列的概念,要求学生在已知其中两项的条件下,能求出等差和等比数列中的其它项。能力立意,为不同水平的学生提供展示的平台。在知识的交汇点处命制试题,突出数学试题的
1. Test analysis pays attention to the foundation, promulgates the general method of examining. As a whole, mathematics papers are stable and stable. They not only insist on key examination of key contents, but also keep coverage of knowledge points, highlighting the basic concepts and basic methods of mathematics and avoiding complicated calculation. For example, (9) examines the definition of trigonometric functions and requires students to study and solve problems in conjunction with graphs. Theorem (10) examines the notion of equivariant and geometric series, requiring students to derive the remainder of the series of equi-odds and ratios, given that two of them are known. Ability to conception, to provide students with different levels of display platform. Confirm questions at the intersection of knowledge and highlight maths questions