模块四 3.6 The Mean Value Theorem for Derivatives（上）
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微积分1（Calculus I）（全英）
- 学校:华南理工大学
- 集数:65
- 课程简介:微积分是高等数学中研究函数的微分、积分以及有关概念和应用的数学分支，它是数学的一个基础学科，是理工科院校一门重要的基础理论课。它推动了其他学科的发展，推动了人类文明与科学技术的发展，它的作用是举足轻重的。微积分（I）是本科生的一门必修课，内容主要包括函数、极限、函数连续性、导数及其应用、积分及其应用、不定型的极限及广义积分。极限是微积分的基本概念，微分和积分是特定过程特定形式的极限。通过全英教学，学生在学会用英语获取数学知识的同时又通过学习数学掌握和运用英语，达到双赢的目的。从而培养具有国际竞争力并适应国家和社会需要的国际化人才。Calculus is the branch of mathematics that studies differentiation, integration and related concepts and applications in advanced mathematics. It is a basic subject of mathematics. It is an important basic theory course in universities of science and engineering. It has promoted the development of other disciplines and human civilization and science and technology, and its function is of great importance. Calculus (I) is a compulsory course for undergraduates. The basic requirements of the course include functions, limits, continuity of function, derivatives and their applications, integrals and their applications, the limits of indefinite forms and generalized integrals. The limit is the basic concept of calculus. Differential and integral are the limits of particular forms of a particular process.Through the teaching of English, students learn to acquire mathematical knowledge in English while mastering and using English in the process of learning mathematics to achieve a win-win goal. Therefore, we can cultivate international talents with international competitiveness and meet the needs of the state and society.
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