毕业论文___浅析中学解析几何.doc浅析中学解析几何
摘奚 解析几何,既是数学的一个分支, 生的背景及其建立,解析几何的建立主要以费尔马的坐标几何和笛卡尔的《几何学》最为代 ,它的很多思想也渐 渐被世人所接受和采纳, 过程中,人们还对它进行了分类,分为平面解析几何和空间解析几何,并在生产和生活中被 ,也得到 ,而是方法.
关键词:解析几何,产生及其建立,基本思想,应用,启示
Abstract: Analytic geometry is a branch of mathematics, and is a kind of important mathematics method too. This paper introduces the background of analytic geometry and established, the establishment of analytic geometry mainly is to Fermat coordinate geometry and Descartes the geometry as the most representative. And by the way, for example briefly analytic geometry thought. Along with the development of analytic geometry and many of its idea became known to the world accepted and adopted, one of the most basic thoughts is the few lines combining idea. In the continuous learning and perfect the process of analytic geometry, people put it into two classes, they are plane analytic geometry and space analytic geometry, and it has been widely used and in production and life. This paper describes the application of this analytic geometry mainly through two examples. In the learning process of middle school analytic geometry, getting a lot of the enlightenment. Analytic geometry is not the core of the research object, but method.
Key words: Analytic geometry, Generation and
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