论文部分内容阅读
从2000年全国高考数学新课程卷始,导数作为考试内容的考查力度逐年增大.考点涉及到了导数的定义,导数的几何、物理意义,用导数研究函数的单调性,求函数的最(极)值等所有内容.故而,应全方位地进行导数复习,同时更要注重导数与传统内容如二次函数、二次方程、三角函数、不等式的综合交汇.另外,我们还要了解导数的考查形式,导数的考查题型既有客观题(选择题、填空题),也有主观题(解答题),且均为中档题.一与导数概念有关的问题
From the beginning of the new mathematics course for college entrance examination in 2000, the strength of the derivative as an examination content has been increasing year by year. The test points involve the definition of derivatives, the geometric and physical significance of the derivatives, the monotonicity of the function using derivatives, and the most ) Values, etc. Therefore, it is necessary to review the derivatives in all directions, and at the same time pay more attention to the comprehensive convergence of derivatives and traditional contents such as quadratic functions, quadratic equations, trigonometric functions, and inequalities. In addition, we must also understand the derivatives Examination questions of form and derivative have both objective questions (multiple choice and blank-filling questions) and subjective questions (solvent questions), and they are all mid-range questions. One is related to the concept of derivatives.