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自从平面向量进入高中教材以来,纵观历年全国各地的高考试题,不难发现高考对平面向量内容的考查经历了由考查平面向量的基本概念、基本运算及其几何意义等逐步过渡到对平面向量与其他数学知识(如平面几何、空间几何、解析几何、函数、不等式等)的综合考查,且难度也逐步加大。能否找到解答此类题目的通性通法?笔者认真研究近十年全国各地高
Since the plane vector into the high school textbooks since the survey throughout the country over the college entrance examination papers, it is not difficult to find the college entrance examination on the vector content of the plane experienced by examining the basic concepts of plane vector, the basic operations and the geometric meaning of the gradual transition to the plane vector And other mathematical knowledge (such as plane geometry, space geometry, analytic geometry, function, inequality, etc.) a comprehensive examination, and the difficulty is also gradually increased. Can you find answers to such questions through the general method? I seriously study the past 10 years across the country high