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解析几何就学习内容而言是高中数学的四大版块(函数、立体几何、解析几何、统计与概率)之一,在初等数学中占据着举足轻重的地位.同时我们知道,解析几何思想主要是用代数方法来研究几何问题,有时也利用几何(图象)性质去解决代数问题(如方程根的个数问题等),它是联系代数与几何的纽带,是进行数学学习的有力工具,是化归、变换等数学基本思想方法的良好体现.掌握好解析几何,不仅仅是为了
Analytic geometry is one of the four major sections of high school mathematics (functions, solid geometry, analytical geometry, statistics, and probability) in terms of learning content. It plays an important role in elementary mathematics. At the same time, we know that analytical geometry is mainly used Algebraic methods to study geometric problems, sometimes using geometric (image) properties to solve algebraic problems (such as the number of equation root problems, etc.), it is the link between algebra and geometry, and is a powerful tool for learning mathematics. Good reflections of the basic ideas and methods of mathematics such as transformation and transformation. Mastering analytical geometry is not only for