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一、本科目考试的特点试卷总体难度适中,覆盖知识点全面,重点突出,既考察了基础的理论、方法,又强化了考生的数学技巧,充分体现了大纲的思路、要求。因为高等数学(二)是由两门课程《线性代数》和《概率论与数理统计》组成,所以对考生来说是难度较大的一门课程。考题分为单项选择题,简答题,计算题,证明题和综合应用题五部分,单项选择题40分,简答题16分,计算题20分,证明题10分,综合应用题14分,这里《线性代数》的内容占41分,《概率论与数理统计》的内容占59分。接下来就针对本年试卷中的失分点分析原因,选择典型习题讲解答题思路,以期对考生有所帮助。
First, the characteristics of the examination papers The overall difficulty of the test paper, covering a comprehensive and focused knowledge, not only examines the basic theory, methods, and strengthen the candidates math skills, fully reflects the outline of the ideas and requirements. Because higher mathematics (II) is composed of two courses, “linear algebra” and “probability theory and mathematical statistics,” so it is more difficult for candidates to take a course. The questions are divided into single choice questions, short answer questions, calculation questions, proof questions and comprehensive application questions five parts, single choice questions 40 points, short answer questions 16 points, calculation questions 20 points, proof questions 10 points, comprehensive application questions 14 points, here “Linear algebra” content of 41 points, “Probability Theory and Mathematical Statistics” content of 59 points. Followed by analysis of the reasons for the loss points in this year’s papers, select the typical exercises to explain the answer ideas, in the hope of helping the candidates.