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整体思想,就是在研究和解决有关数学问题时,通过研究问题的整体形式、整体结构、整体特征,从而对问题进行整体处理的解题方法.从整体上去认识问题、思考问题,常常能化繁为简、变难为易,同时又能培养学生思维的灵活性、敏捷性.整体思想的主要表现形式有:整体代入、整体加减、整体代换、整体联想、整体补形、整体改造等等.许多别具创意、独特新颖的涉及整体思想的问题,在考查高层次思维能力和创新意识方面具有独
The whole idea is to solve the mathematical problems by studying the overall form of the problem, the overall structure, the overall characteristics of the problem to deal with the overall problem-solving methods. From the overall understanding of the problem, thinking, often can be complicated For the simple, difficult for the easy, but also to develop the flexibility of students thinking, agility.The main ideas of the main manifestations are: the overall substitution, the overall addition and subtraction, the overall substitution, the overall association, the overall shape, the overall transformation, etc. Many creative, unique and novel issues that involve holistic thinking have the uniqueness of examining the high level of thinking and innovation