高中教材中的微积分知识主要涉及到导数和定积分,新课标下应跟据高考的命题趋势把握这部分知识的教学内容。从近两年的高考试题来看,求导公式和法则,以及导数的几何意义是高考的热点,题型既有选择题,填空题,又有解答题,难度中等左右,在考查导数的概念及其运算的基础上,又注重考查解析几何的相关知识。因此在教学中除了强化学生记牢初等函数和复和函数求导公式,还有和、差、、积、商函数的推导法则,还应该让学生充分理解函数的导数的几 Calculus knowledge in high school textbooks mainly involves derivatives and definite integrals. Under the new curriculum standards, the contents of this part of knowledge should be grasped according to the trend of the proposition of college entrance examination. From the past two years of college entrance examination examination questions, the derivation formulas and rules, as well as the geometric meanings of the derivative is a hot college entrance examination, the questions are multiple-choice questions, fill in the blank questions, but also answer questions, the difficulty of moderate or so, in examining the concept of derivatives On the basis of its operation, but also pay attention to examine the relevant knowledge of analytic geometry. Therefore, teaching in addition to strengthen students remember the elementary functions and complex function derivation formula, as well, and, ,, product, the derivation of the quotient function, but also should enable students to fully understand the function of the derivative of the few