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代数推理题以其立意新颖、结构精巧、抽象程度高、能有效检测学生智能水平而频频出现在高考试题或各地高考模拟试题中,成为高考的热点题型.由于这类题目的条件与结论间往往跨度大,关系隐蔽,解法无固定模式可套,以致多数学生望而生畏.那么解决这类题是否就无规律可循呢?答案是否定的.下面就解决这类问题的基本方法与策略浅述一二.
Algebraic reasoning questions have become novel topics in the college entrance examination because of their novel concept, sophisticated structure, high degree of abstraction, and ability to effectively detect the level of student intelligence. They frequently appear in high exam questions or simulated exam questions in various local college entrance examinations. Because of the conditions and conclusions of such questions. Often the span is large, the relationship is hidden, and there is no fixed mode of solution, so most students are daunting. So whether to solve this type of problem has no rules to follow? The answer is negative. The basic methods and strategies to solve this kind of problem are described below. One or two.