高考的解答题相对于选择题和填空题,具有一定的综合性,对能力的要求较高,要想通过这一关,必须拥有充足的知识基础和思想方法的储备,离开这一点谈解题技巧便为空谈。因此,若想提高综合题的解题速度,必须加强基础知识、基本概念和基本方法的学习、理解和巩固,必须重视数学方法的掌握和数学思想的形成。一道数学题,由条件和结论两部分构成。条件称为题设,结论称为题断,解答一道数学题,是从题设出发,应用已有的知识 College entrance examination questions relative to the multiple choice and fill in the blank questions, with a certain degree of comprehensiveness, the ability of the higher, in order to pass this level, we must have ample knowledge base and methodological reserves, to leave this point The technique is empty talk. Therefore, if we want to improve the speed of solving comprehensive questions, we must strengthen the study, understanding and consolidation of basic knowledge, basic concepts and basic methods. We must attach importance to the mastery of mathematical methods and the formation of mathematical ideas. A math problem, by the conditions and conclusions of two parts. Conditions referred to as the title, the conclusion is called the title, answer a math problem, is set out from the title, the application of existing knowledge