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In the paper, we discuss the equation about angle bisector of intersecting line in the analytic geometry and the equation about the bisection planes of dihedral angles in analytic geometry of three dimensions. 摘要主要讨论了平面解析几何中和空间解析几何两相交直线夹角平分线方程及空间直角坐标系下两相交平面的二面角的角平分面方程。
Vector Solution to the Analytic Geometry Questions in Recent National Entrance Examination 近几年高考解析几何题的向量解法
The analytic method is dialectical. 分析的方法就是辩证的方法。
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。
The fuller development of the parallelism was to lead to analytic geometry. 这种平行性的进一步发扬便导致了解析几何的产生。
the analytic geometry 解析几何
In this paper, two properties of paraboloid in the textbook Analytic Geometry is generalized. 摘要将《解析几何》教材中抛物面的两个性质定理推广到更一般的情形。
In spatial analytic geometry,a spatial curve is an intersecting line of two curved surfaces. 在空间解析几何中,空间曲线是两曲面的交线,在空间曲线中消去一元,即得投影柱面。
Usually, the analytes are irretrievable. 通常，这被分析物不可复原。
This article structures and extends an analytic geometry model for a inequation based on combining numbers and shapes. 利用数形结合的思想为不等式构造解析几何模型;并加以推广.
Newton established the analytical method. 分析方法理论。
This course consists of several major parts, such as Functions, Limits and Continuity, The Derivative, Integration and Vectors and Analytic Geometry. 课程内容包括函数、极限与连续、一元函数微分学、一元函数积分学和向量代数与空间解析几何等几大板块。
This course consists of several major parts, such as Vectors and Analytic Geometry, Derivatives, Integration and Series. 课程内容包括空间解析几何与向量代数、多元函数微分学、多元函数积分学和无穷级数等几大板块。
The geometric research tool can be used to explore numerically and symbolically various theorems and relationships of 2-D analytic geometry. 几何学研究工具能用来数量上和象征性探索2-D 分析的几何学的各种各样的定理和关系。
The analytic method is according to Maxwell equations. 分析的方法是依据麦克斯韦方程式。
In section 2, we use skills in analytic geometry to study the theory of the companion centers of nonisosceles triangles. 在第二节中，我们用解析几何中的技巧研究非等腰三角形的伴心理论。
Through the curriculum reform, the classical content of analytic geometry was reprocessed and the knowledge structure was optimized. 在相关内容中突现、贯彻了解析几何的思想方法。通过以上改革，对经典的解析几何内容进行了教育学的再加工。
This course consists of several major parts, such as Ordinary Differential Equation, Vectors and Analytic Geometry, Derivatives, Integration and Series. 课程内容包括常微分方程、空间解析几何与向量代数、多元函数微分学、多元函数积分学和无穷级数等几大板块。
This paper analyzed the effects of the radial runout error by principal axes on the error shape of formed workpiece based on the serial analytic geometry. 本文所述内容是从空间解析几何角度来分析主轴径向跳动误差对加工工件形成的误差形状。