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elementary相关的网络例句

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与 elementary 相关的网络例句 [注:此内容来源于网络,仅供参考]

Generally, in the introductory portions of allied courses, it is enough to have a grasp of elementary concepts in algebra and geometry.

一般来说,在导言部分盟国的课程,它是有足够的把握基本概念,代数和几何。

High geometry is the extended course of elementary geometry.

高等几何是初等几何的延深课程。

Prominent in the modern elementary geometry of the triangle is the nine-point circle.

九点圆在三角形的现代初等几何中是重要的。

The use of elementary geometry method can give conform al demonstration of lineal function in infinite eigenvector.

用初等几何方法给出线性函数在无穷远点的保角性证明。

What I want to do is making it used in the elementary geometry, to prove the point of intersection in the same line and lines intersect at the same point .

由于Desargues定理及对偶定理是建立在仿射平面上的,而本文要讨论的是如何将其运用到以欧氏平面为基础的初等几何中,证明点共线和线共点的问题。

Decomposing a simple polygon intoconvexcell is one of elementary problems of computational geometry.

简单多边形凸单元剖分是计算几何的基本问题之一,剖分算法在许多领域均有较广泛的应用。

Should be combined into one course, and teaching purpose was changed into development of teaching quality from research on elementary geometry.

与此同时,编写中的教材《初等几何教学基础》也必须突出与数学教育改革思路相适应的特色。

Prom nt in the modern elementary geometry of the triangle is the nine-point circle .

九点圆在三角形的现代初等几何中是重要的。

This case can no longer be handled by elementary geometry.

这种情形初等几何已经无能为力。

Therefore,the problems of concureut line and collinear point in the Elementary Geometry can be solved by the way of the Higher Geometry.

所以初等几何中关于共线点、共点线的问题能运用高等几何方法去解决。

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