解析几何是高中数学重要的知识板块之一,其特征是以代数的方法解决几何问题.解析几何有机地将几何与代数相结合,考查学生对曲线与方程的概念、图形和性质的理解与应用,基本的数学思想方法有数形结合思想、函数与方程思想、分类与整合思想、化归与转化思想,考查学生的运算求解能力、数据处理能力和推理论证能力.在高考命题中一般是两小一大(包括极坐标与参数方程),是全卷中等偏难的试题,有较强的区分度.可以讲,数学成绩要想上一个台阶,除了基础板块要稳定发挥外,解 Analytic geometry is one of the important knowledge blocks in high school mathematics and is characterized by algebraic methods to solve geometry problems. Analytic geometry organically integrates geometry and algebra to examine students’ understanding and application of concepts, graphics and properties of curves and equations , The basic method of mathematical thinking is a combination of several forms of thought, function and equation thinking, classification and integration of ideas, conversion and transformation thinking, to examine the student’s ability to solve, data processing and reasoning demonstration ability in the college entrance examination proposition is generally two small A large (including polar coordinates and parametric equations), is the whole volume of difficult questions, there is a strong degree of distinction can be said that the mathematical results to a higher level, in addition to the basic plate to be stable play, the solution