1.
Geometrical explain of transform ρ(X)=λX and real-life significance;
变换ρ(X)=λX的几何解释及其现实意义
2.
we will learn analytic geometry after studying solid geometry.
我们刚学完立体几何就要学解析几何。
3.
He had espoused the joint use of analysis and pure geometry.
他赞成联合运用解析几何与纯粹几何。
4.
Applying MathCAD to aid instruction of analytical geometry;
用MathCAD辅助解析几何教学
5.
An Example of Solving Analytic Geometry Problem With Higher Geometry Methods;
用《高等几何》方法解决《解析几何》问题一例
6.
The Research in Integrating Sketchpad Teaching with Analytic Geometry;
几何画板教学与解析几何知识整合的研究
7.
An Organic Union between Algebra and Geometry in Geometric Teaching;
代数与几何的有机结合是解析几何教学的关键
8.
Combination of Teachinj Space Analyic Geometry and Cubis Geometry;
浅析空间解析几何与立体几何教学的结合
9.
Illustration the Enlightenment of Analysis Method on Synthetic Method in Solution Elementary Geometry;
例谈解析法诱导综合法解初等几何题
10.
On How to Use Electronic Media in Teaching Space Analytic Geometry;
如何用多媒体进行空间解析几何的教学
11.
Several Means go Solve the Converse Problem about Movement of Engineering Geometry;
有关工程几何中求运动反问题的几种解法
12.
Application of Vector to Solve Three-dimensional Geometric
应用向量法解立体几何问题的几点探讨
13.
The bright boy comprehended the concept of geometry.
那个聪明的男孩能够理解几何的概念。
14.
A graphic representation of an algebraic or geometric relationship.
线图代数或几何关系的图解
15.
analytical geometry of three dimensions
立体[空间,三维]解析几何学
16.
a textbook which teaches the basic principles of geometry
讲解几何学基本原理的教科书
17.
Research on Geometric Constraint Solver Based on the Point-cluster Reduction
基于点簇归约的几何约束求解器研究
18.
Using the way of space Vector to deal with the problems on Solid geometric
运用空间向量知识,解决立体几何问题