向量题一直是高考中的热门,其中对于向量数量关系的考查已经逐渐成为向量试题中的一个重点,在求解向量题的过程中,学生们常常会遇到好多较为怪异的向量题,这类题如果按照常规的解题思路处理起来,将显得十分复杂而更为抽象。为此,通过多年的教学分析,我发现转化思维角度,建立坐标系,将向量几何化运算转化为向量代数化运算,巧用解析法,将会是求解向量题的一招妙计。 Vector question has always been a hot topic in the college entrance examination, of which the relationship between the number of vectors has gradually become a focus of vector questions in the process of solving vector questions, students often encounter a lot more weird vector questions, such questions If handled in accordance with the conventional problem-solving ideas, will seem very complicated and more abstract. To this end, through years of teaching analysis, I found that transforming the thinking point of view, the establishment of coordinate system, the vector geometric operation into a vector algebraic operation, clever use of analytical methods, will be a trick to solve the vector problem.