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数学专业的成绩单翻译课程内容

摘要:下面两个成绩单翻译名称,是数学专业经常出现的课程名称

数学专业的成绩单翻译课程内容有哪些?数学专业的成绩单课程名称有很多,译联翻译公司这里根据过往的成绩单翻译内容,为客户整理摘抄出部分,供您参考成绩单翻译的样本,同时成绩单翻译方面要注意资质与盖章的问题。

下面两个成绩单翻译名称,是数学专业经常出现的课程名称,供您参考了解。

成绩单课程中文名称:大学计算机基础

课程简介:大学计算机基础课程是面向我校非计算机专业的本科生,它是一门非计算机专业本科生的重要基础课,也是学习其它计算机课程的先导课。属于非计算机专业本科生计算机教育的计算机公共基础课程。

通过系统学习计算机的基本理论和基本概念以及相关的计算机文化的内涵。使学生掌握计算机的基本概念、基本知识和基本操作。提高学生使用计算机的基本技能,为结合本专业继续学习计算机知识奠定良好的基础。

成绩单翻译课程中文名称: Basic of College Computer

Syllabus: This course is oriented for non- computer major undergraduates. This course is an important foundation and the prerequisite for other computer courses. It belongs to the public basic computer education for non- computer major undergraduates.

Studying systematically basic theory, notion and connotation of computer culture, students will master the notions, knowledge and operations of computer basics. This course aims at improving students’ skills of computer operation in order to pave a way for further study of computer.

成绩单课程中文名称:数学分析

课程简介:数学分析是高校本科数学专业必修的重要的基础课,是数学系的主干课之一。本课程具体内容包括实数集和函数,数列极限与函数极限,函数的连续性,导数与微分,微分中值定理及其应用, 实数完备性,不定积分,定积分及其应用,反常积分,数项级数、函数列与函数项级数,幂级数,傅里叶级数,多元函数的极限与连续,多元函数微分学,,隐函数定理及其应用,含参量积分,重积分,曲线积分与曲面积分。

本课程的任务是使学生获得极限论、函数微积分学、无穷级数等方面的系统知识,要求对基本概念、基本理论理解的基础上掌握其应用。

成绩单翻译课程中文名称:Mathematical Analysis Course Description:

Mathematical Analysis is an elementary required course for undergraduate Mathematics majors. The course encompasses the following sections: the real number sets and function, sequence limits and functional limits, functional continuity, derivative and differentiation, differential theorem of the mean and its application, completeness of real numbers, indefinite integral, definite integral and its application, improper integral, numeral item series, function sequence and function item series, power series, Fourier series, limits and continuity on function of several variables, differential calculus of function of several variables, implicit function theorem and its application, integral of including parameter, repeated integral, curvilinear integral and curved surface integral. The teaching goal of this course is to equip students with the systematic knowledge of limits theory, function differential calculus and infinite series, etc. Students are require to grasp all the concepts and theories, and able to apply all of them.

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