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在几何学习中,我们会遇到开放探索型 命题,它主要分为结论探索型和条件探索型 两种,解此类命题的关键是先分清属于哪种 类型的命题,然后运用所学知识,通过大胆猜 想,仔细分析,找出解决问题的最佳途径,最 后写出答案. 一、条件开放探索型命题 这种题型是给定结论来反探满足结论的 条件的命题,解题思路一般是采用分析法,由
In the study of geometry, we will encounter open exploration propositions, which are mainly divided into two types: conclusion exploration and conditional exploration. The key to solving such propositions is to first classify which type of propositions they belong to, and then apply what they have learned. Through daring conjectures, careful analysis, to find the best way to solve the problem, and finally write the answer. First, conditional open exploration proposition This question type is a given conclusion to explore the conditions to meet the conclusions of the proposition, problem-solving ideas in general Is the use of analytical methods,