1专题综述函数的综合应用,主要是考查学生通过导数研究函数形态的基本技能,同时渗透着对分类讨论、化归与转化、数形结合等数学思想方法的考查,对学生的运算求解能力有较高的要求。这类题涉及的知识点比较多,具有很强的综合性和灵活性。现对该专题做下列解读:(1)重点:不等式证明问题、参变量的取值范围问题、数列不等式证明问题。理解并运用转化与化归、 A comprehensive overview of the application of the function, mainly to examine students through the derivative function of the basic skills of morphology, while infiltration of classification and discussion, conversion and transformation, mathematical combination of numerical methods such as ways to solve the operation of the students have Higher requirements. These topics involve more knowledge points, with strong comprehensiveness and flexibility. The following is the interpretation of the topic: (1) focus: inequalities to prove the problem, the range of parameters of variable range, numerical inequalities to prove the problem. Understand and use the conversion and return,