《高等数学(文科二)》课程考核大纲 - 数学系(Higher Mathematics (liberal arts two) - Department of mathematics course examination syllabus).docVIP
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《高等数学(文科二)》课程考核大纲 - 数学系(Higher Mathematics (liberal arts two) - Department of mathematics course examination syllabus)
《高等数学(文科二)》课程考核大纲 - 数学系(Higher Mathematics (liberal arts two) - Department of mathematics course examination syllabus) Own collection The error can hardly be avoided For reference exchange If there is an error Please! Thanks Higher mathematics course examination syllabus (BA two) Course Code: 052707 course nature required: Total hours: 64 hours total credits: 4 Term: first semester program Author: Xiang Mingyin Participants: higher mathematics teacher outline reviewer: Hu Yuejin Preparation time: February 2007 for professional: professional and liberal arts (a), written description examination syllabus Higher mathematics is my college science and engineering and economic management of compulsory basic courses in discipline of students Is to cultivate students operation ability, abstract question ability, logical reasoning ability, the comprehensive use of the knowledge analysis and problem solving ability of the course Is the necessary foundation for subsequent courses for students and obtain further knowledge of modern science and technology The course objectives are the basic concept of higher mathematics, students examine the basic theories and methods, and commonly used computing skills To check the students ability to analyze and solve problems The outline of the requirements from low to high On the concept and theory of understanding is divided into two levels The method and the operation is divided into master, master, three levels The test oriented object for other liberal arts professional in our hospital: including the first grade students of Arts, foreign language department, sports department, education department and the Department of art and other professional college. (two) requirements, assessment content and assessment The first function, limit, continuity 1, the examination content 1) the concept of function Representation function. Function boundedness, monotonicity, periodicity and parity. The concept of a composite function, inverse function, im
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