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vector algebra相关的网络例句

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Main contents: the course of calculus, dollar limits and its application, vector algebra and space analytic geometry.

本课程的主要内容:极限论,一元微积分及其应用,向量代数和空间解析几何。

Advanced mathematics is one of the most important foundation lessons in each univercity, its content of course includes the calculus,the space analytic geometry and the vector algebra step,etc..

摘 要:高等数学是各大高校最重要的基础课之一,其教学内容包含微积分、空间解析几何与向量代数初步、场论初步等等。

Its primary coverage includes: Function and limit, derivative and differential, theorem of mean and derivative application, indefinite integral, definite integral and application, space analytic geometry and vector algebra, function of many variables differential method and application, multiple integral and curvilinear integral, infinite series, differential equation and so on.

其主要内容有:函数与极限,导数与微分,中值定理与导数应用,不定积分,定积分及其应用,空间解析几何与矢量代数,多元函数的微分法及其应用,重积分与曲线积分,无穷级数,微分方程等。

Introduction, Reviews and Concepts of Functions, Differentiation, Vector Algebra, Vector differetiation, Vector Integral, Orthogonal Curvilinear Coordinates.

课程介绍及授课计划、函数观念及复习、微分、向量代数、向量微分、矢量积分、正交曲线坐标、微分方程式。

This curriculum primary coverage includes: Function and limit, a circular function derivative and differential, theorem of mean and derivative application, indefinite integral, definite integral, definite integral application, space analytic geometry and vector algebra, function of many variables differential method and application, multiple integral, curvilinear integral and surface integral, infinite series, differential equation.

该课程的主要内容有:函数与极限,一元函数的导数与微分,中值定理与导数的应用,不定积分,定积分,定积分的应用,空间解析几何和向量代数,多元函数微分法及其应用,重积分,曲线积分与曲面积分,无穷级数,微分方程。

Applying the vector representation of formula for definite proportional division point in vector algebra,this paper obtains a new useful method of compunction for segment ratio in volume ratio .

利用向量代数中定比分点公式的向量形式,给出了一种非常简明有用的求容积比中线段比的新方法。

Vector algebra, Vector product, Scalar product, Gradient, Divergence, Rotation, and several theories

掌握矢量代数运算,矢量积,标量积,掌握标量场与矢量场的特性参数及相应的定理。

Vector is an important mathematical tool for the study, the method is the use of vector algebra vector solution to the issue of three-dimensional geometry of a convenient method, space vector as the new content, in dealing with space issues have considerable advantages space than the original problem to deal with more flexibility.

向量是数学研究的一种重要工具,向量的方法是使用向量的代数方法去解决立体几何问题的一种便捷的方法,空间向量作为新加入的内容,在处理空间问题中具有相当的优越性,比原来处理空间问题的方法更有灵活性。

Results Vector algebra and vector analysis are the production of quaternions and the result of seeking mathematical indication of physical phenomenon, it′s the historic certainty as well as the effect of some accidental elements.

结果现代向量系统是从四元数发展而来的,是寻找物理现象的数学表示的结果;通过对哈密顿四元数与格拉斯曼系统的对比分析指出其历史的必然性。

Vector algebra in 3D, vector- valued functions, gradient, divergence and curl, Taylor series, numerical methods and applications.

三维向量代数、向量值函数、梯度、散度和旋度、泰勒级数、数值方法和应用。

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