2011年湖铁职院单独招生考试大纲(数学)(国外英文资料).docVIP

2011年湖铁职院单独招生考试大纲(数学)(国外英文资料).doc

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2011年湖铁职院单独招生考试大纲(数学)(国外英文资料)

2011年湖铁职院单独招生考试大纲(数学)(国外英文资料) Hunan Railway Professional Technology College 2011 college entrance examination alone proposition enrollment Syllabus for examination of Mathematics First, the nature of the examination Hunan Railway Professional Technology College alone entrance examination is attended by qualified high school graduates, according to the results of the candidates have been identified, according to the enrollment plan, moral, intellectual and physical measure, merit. The examination has high reliability and validity, necessary division and proper difficulty. Two, mathematics examination content and requirements The mathematics exam, according to the test of basic knowledge and the ability to test principle, and considering the characteristics of the application and the occupation of the guiding ideology, to establish the conception of ability proposition, knowledge, ability and quality test of integrated, comprehensive mathematical literacy test candidates. 1. plane vector Examination content: The addition and subtraction of vectors, vectors, the product of real numbers and vectors, the coordinate representation of plane vectors, the definite ratio of a line segment, the scalar product of plane vectors, the distance between two points of a plane, and the translation of points. Examination requirements: (1) understand the concept of vectors, grasp the geometric representation of vectors, and understand the concept of collinear vectors; (2) grasp the addition and subtraction of vectors; (3) grasp the product of real numbers and vectors, and understand the necessary and sufficient conditions for the collinear of two vectors; (4) understand the basic theorem of plane vector, understand the concept of coordinate of plane vector, and master the coordinate operation of plane vector (5) grasp the scalar product and its geometric meaning of plane vectors, and understand that the scalar product of plane vectors can deal with the problems of length, angle and vert

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