高中数学解析几何综合应用解题策略

High School Mathematics Analytic Geometry Comprehensive Application Problem Solving Strategy

在高考数学题当中,解析几何通常是压轴题,其综合性比较强,计算量也比较大,对于学生的思维能力、做题方式以及综合知识的要求都比较高。在处理解析几何综合应用的解题过程中,很多人只会一种题型一种解题方式,所以能力上得不到提升,对于解析几何的解题策略和习题之间没有实现真正的沟通。针对这一情况我们应该站在宏观的角度去思考问题,然后再由细节入手去突破问题,在以下的内容当中我们选择了解析几何综合应用的例题进行了分析和研究,对解题思路做了探讨,以供参考。

Among the math questions in the college entrance examination, analytic geometry is usually the finale,which is relatively comprehensive and has a relatively large amount of calculation. It requires relatively high students’ thinking ability, method of doing questions, and comprehensive knowledge. In the process of solving problems in the comprehensive application of analytic geometry, many people only have one problem type and one way of solving problems, so their ability cannot be improved. There is no real communication between the problem-solving strategies and exercises of analytic geometry.. In view of this situation, we should think about the problem from a macro perspective, and then start with the details to break through the problem. In the following content, we have selected the example problems of the comprehensive application of analytic geometry to analyze and research, and make the idea of solving the problem. Explore for reference.