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【解析几何导引】解析几何是数学的最基本的分支学科之一,也是科学技术中最基本的数学工具之一,从历史的角度看,解析几何的创立可以说是数学史上最伟大的创造之一.它是17世纪世界观和方法论出现重大变革的直接结果,它的产生是常量数学向变量数学转变的转折点——在此基础上建立了微积分,数学从此进入了更高的发展的阶段.解析几何的作用也体现在后人对它的认识中:在现代数学教学中,解析几何是学习高等数学的基础,因而它的一部分构成中学的解析几何课程;另一部分则构成大学数学的基础课的内容.
[Analytic Geometry Guidance] Analytic geometry is one of the most basic sub-disciplines of mathematics and one of the most basic mathematical tools in science and technology. From a historical point of view, the creation of analytic geometry can be said to be the greatest creation in the history of mathematics. One of them. It is the direct result of the major changes in the world outlook and methodology of the 17th century. Its emergence is the turning point of the transition from constant mathematics to variable mathematics. On this basis, calculus has been established, and mathematics has since entered a stage of higher development. The role of analytic geometry is also reflected in later generations’ understanding of it: in modern mathematics teaching, analytic geometry is the basis for learning advanced mathematics, and therefore it forms part of the analytic geometry course in middle school; the other part constitutes the basic course of university mathematics. Content.