探索性问题是深层次上考查考生综合分析和解决问题的能力,主要类型有:条件探索型、结论探索型、存在探索型、方法探索型。在圆锥曲线中,结论探索型、存在探索型是考试的热点和难点。解决探索性问题时,需要分析综合、演绎推理、联想转化、尝试探求、猜想验证等数学思想方法的引领。一、结论探索型结论探索型问题的解题策略:(1)根据定义和 Exploration is a deep examination of candidates comprehensive analysis and problem solving capabilities, the main types are: the conditions of exploration, the exploration of the conclusion, the existence of exploration, exploration of the method. In the conic curve, the conclusion of the exploration type, there is exploration type is the hot and difficult exams. To solve exploratory problems, we need to analyze and guide the methods of mathematics, such as synthesis, deductive reasoning, association transformation, attempt to explore and guess and guess. First, the conclusions Exploration-based exploration of the problem-solving strategies: (1) According to the definition and