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对近几年的高考试卷进行分析可以看出,数学中函数问题的命题方式正发生着变化,它经常与数学中的其他知识点或其他学科交叉命题,甚至会以综合性题目的形式对学生进行考查,这种新的命题方式已成为高考命题的一个新的热点,因此,学生在学习过程中不仅要积累扎实的基础知识,还有注重发散思维和横向思维能力的培养。针对数学中函数问题的新的命题趋势,从三次函数、抽象函数、向量知识和相关知识点结合的题型等几个考查热点进行分析。
An analysis of the high test volume in recent years shows that the propositional approach to function problems in mathematics is changing. It often cross-propositions with other knowledge points in mathematics or other disciplines, and even forms a comprehensive topic for students. For the examination, this new proposition method has become a new hot spot for college entrance examination propositions. Therefore, students must not only accumulate solid basic knowledge in the learning process, but also focus on cultivating divergent thinking and lateral thinking. For the new propositional trend of function problem in mathematics, several hotspots such as the combination of the cubic function, abstract function, vector knowledge and related knowledge points are analyzed.