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向量的概念与运算都具有形的特征,因此从“形”的视角来考查向量问题是命题者比较青睐的角度。同学们要想学好向量这部分内容,进一步加强对代数几何的理解,就可以用代数几何化、几何代数化的方法,从多角度来解决向量问题,运用数形结合的思想方法使解题更加直观与便捷。下面具体例述如何在“形”的视角下解决向量问题。问题一:结合图形的几何特点建系设点转化求解
The concept and operation of vector all have the characteristic of shape, so it is the more favored angle of proponents to examine the vector from the perspective of “shape ”. Students want to learn this part of the vector, to further strengthen the understanding of algebraic geometry, you can use algebraic geometry, geometric algebra method, from multiple angles to solve the vector problem, the use of mathematical methods to solve the problem more Intuitive and convenient. The following specific examples of how to solve the vector problem in the perspective of “”. Question one: combined with the geometric characteristics of the graphics Department set point transformation