纵观近几年的高考试题,以函数为载体,以导数为工具,以考查函数众多性质和导数极值理论、单调性、几何意义及其应用为目标,是高考导数与函数交汇试题的显著特点和命题趋向.下面对其考点进行分析,并举数例给予探析.一、考查导致与函数单调性问题 Looking at the examination questions in recent years, taking the function as the carrier and the derivative as the tool, taking into account the numerous properties of the function and the derivative extreme value theory, monotonicity, geometric significance and application as the goal, it is the significant test result of the intersection of the derivative and function of the college entrance examination. Features and Proposition Trends. The following analysis of the test sites, and give a number of examples to give an analysis. First, examine the cause of monotony and function problems