《微积分1》课程教学大纲 一、课程基本信息 课程代码：22100113 课程名称：微积分1 英文名称：CaleulusI 课程类别：专业基础课 学 时：45 学分：3 适用对象：经济、管理类本科生 考核方式：考试 先修课程：无 二、课程简介 《微积分》是经济管理诸学科都需开设的一门重要的基础理论课程，也是硕士 研究生入学全国统一考试中数学科目中必考的数学课程之一。本课程主要内容包括： )函数、极限、连续；(2)一元函数微分学（③）一元函数积分学中的不定积分内容。该 课程所体现的数量的变与不变的规律和关系、从具体概念抽象出来的公理化方法、以 及严谨的逻辑推证、巧妙的归纳综合等，对于强化学生的数学训练，培养学生的逻辑 推理和抽象思维能力、空间直观和想象能力具有重要的作用。另外作为一门重要的方 法和工具性课程，随着计算机及其应用技术的飞速发展，微积分这门课程的作用与地 位显得日益重要。另外它是线性代数、概率论与数理统计等后续课程的必要基础。 Calculus I is an important basic theory course of economics and management disciplines are required to be opened,one of the mathematics curriculum is graduate entrance examination in mathematics subjects in a unified national compulsory.The main contents of this course include:firstly,the continuous function,limit,derivative;the indefinite integral content of unary function integral in.The manifestation of the course number change and the relationship and the axiomatic method,the abstract concepts and rigorous logic reasoning,cleverly summed up,to strengthen the training in mathematics of students,cultivate students logical reasoning and abstract thinking ability,space imagination and intuitive ability plays an important role.In addition,as an important method and tool course,with the rapid development of computer and its application technology.the function and status of calculus course becomes more and more important. In addition,it is the necessary foundation of the following courses such as linear algebra probability theory and mathematical statistics.1 《微积分 I》课程教学大纲 一、课程基本信息 课程代码：22100113 课程名称：微积分 I 英文名称： Calculus I 课程类别：专业基础课 学 时：45 学 分：3 适用对象: 经济、管理类本科生 考核方式：考试 先修课程：无 二、课程简介 《微积分 I》是经济管理诸学科都需开设的一门重要的基础理论课程，也是硕士 研究生入学全国统一考试中数学科目中必考的数学课程之一。本课程主要内容包括： ⑴函数、极限、连续；⑵一元函数微分学；⑶一元函数积分学中的不定积分内容。该 课程所体现的数量的变与不变的规律和关系、从具体概念抽象出来的公理化方法、以 及严谨的逻辑推证、巧妙的归纳综合等，对于强化学生的数学训练，培养学生的逻辑 推理和抽象思维能力、空间直观和想象能力具有重要的作用。另外作为一门重要的方 法和工具性课程，随着计算机及其应用技术的飞速发展，微积分这门课程的作用与地 位显得日益重要。另外它是线性代数、概率论与数理统计等后续课程的必要基础。 Calculus I is an important basic theory course of economics and management disciplines are required to be opened, one of the mathematics curriculum is graduate entrance examination in mathematics subjects in a unified national compulsory. The main contents of this course include: firstly, the continuous function, limit; derivative; the indefinite integral content of unary function integral in. The manifestation of the course number change and the relationship and rules, from the axiomatic method, the abstract concepts and rigorous logic reasoning, cleverly summed up, to strengthen the training in mathematics of students, cultivate students' logical reasoning and abstract thinking ability, space imagination and intuitive ability plays an important role. In addition, as an important method and tool course, with the rapid development of computer and its application technology, the function and status of calculus course becomes more and more important. In addition, it is the necessary foundation of the following courses such as linear algebra, probability theory and mathematical statistics