课程代码 ma001

课程名称 高等数学(d类)(1)calculus d,1st course

学时 54

学分 3

先修课程 无

推荐修读学期 1

课程简介：

　　本课程适合于要求对数学有初步了解的文科各专业。本课程主要是要培养文科学生的科学素养，养成良好的思维习惯，提高学生整体素质。通过本课程的学习，使学生获得有关连续变量的数学基本概念、基本理论和基本运算方法。课程能够使学生对数学的抽象性、逻辑性与严密性有一定的了解和训练，对他们理解逻辑关系、领会抽象事物、认识数形规律的能力形成有一定的帮助。课程内容包括函数、极限与连续、一元函数微分学、一元函数积分学等几大板块。本课程安排一次考试。

　　this course is designed for students of arts, who are required to have some fundamental understanding of mathematics, as to help students of arts to strengthen their knowledge accumulation in science, develop a good thinking habit, and improve their overall quality.

　　through learning in this course, students will acquire some knowledge about the basic concept, theory and calculation method of mathematics in respect of continuous variable, which will train and lead them to comprehend to certain extent the abstractness, logicality and tightness embodied in mathematics, as to help them cultivate certain ability to understand the logic relationship, grasp the abstract phenomena, and comprehend the mathematical rules. this course consists of several major parts, such as functions, limits and continuity, the derivative and integration. students taking this course shall have one test.

课程代码 ma002

课程名称 高等数学(d类)(2)calculus d,2nd course

学时 36

学分 2

先修课程 高等数学(d)(1)

推荐修读学期  2

课程简介：

　　本课程适合于要求对数学有初步了解的文科各专业。本课程主要是要培养文科学生的科学素养，养成良好的思维习惯，提高学生整体素质。通过本课程的学习，使学生获得有关连续变量的数学基本概念、基本理论和基本运算方法。课程能够使学生对数学的抽象性、逻辑性与严密性有一定的了解和训练，对他们理解逻辑关系、领会抽象事物、认识数形规律的能力形成有一定的帮助。课程内容包括向量代数与空间解析几何、多元函数微分学、多元函数积分学等几大板块。本课程安排一次考试。

　　this course is designed for students of arts, who are required to have some fundamental understanding of mathematics, as to help students of arts to strengthen their knowledge accumulation in science, develop a good thinking habit, and improve their overall quality.

　　through learning in this course, students will acquire some knowledge about the basic concept, theory and calculation method of mathematics in respect of continuous variable, which will train and lead them to comprehend to certain extent the abstractness, logicality and tightness embodied in mathematics, as to help them cultivate certain ability to understand the logic relationship, grasp the abstract phenomena, and comprehend the mathematical rules. this course consists of several major parts, such as vectors and analytic geometry, derivatives, integration. students taking this course shall have one test.