处理复数问题时,如果不善于分析问题的结构特征和内在关系,动辄从设出复数的代数式或三角式入手,引入繁琐运算,不但影响了解题速度,也有可能失去了获得优解的机会,反之,如能根据题设特征,对有关数进行整体处理,常能避繁就简,出奇制胜。下面就一些高考或竞赛试题,浅谈整体法处理复数题的几种 When dealing with plural issues, if you are not good at analyzing the structural characteristics and internal relationships of problems, starting from setting algebraic or trigonometric forms of complex numbers and introducing cumbersome calculations will not only affect the speed of understanding problems, but also may result in the loss of opportunities for obtaining optimal solutions. On the other hand, if we can set the characteristics according to the title and deal with the relevant numbers as a whole, we can often avoid complications and make it simple and surprisingly successful. Here are some of the college entrance exams or contest questions, talking about the holistic approach to deal with the number of questions