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数学本是较难的科目,但其对于学生的综合分数起着重要作用。直线参数方程是数学知识体系中的重要组成部分,对于解析几何相关问题的求解有着重要的应用价值。然而,其对于学生而言,不仅在理解上有较大难度,在实际解题应用中也存在着巨大的困难。学生无法结合题目的主要条件进行有效分析,且在解题应用中缺乏灵活性,导致解题过程陷入僵局。本文重点从最值求解题、定值类数学题和轨迹问题三个方面入手,探讨直线参数方程在数学中的实际应用。
Math is a harder subject, but it plays an important role in students’ overall scores. Linear parameter equation is an important part of mathematical knowledge system, which has important application value for solving the problem of geometric related problems. However, it is not only difficult for students to understand, but also has great difficulties in practical application. Students can not combine the main conditions of the subject for effective analysis, and the lack of flexibility in the application of problem solving, leading to a deadlock problem-solving process. This article focuses on three aspects of the most value solving problems, fixed value math problems and trajectory problems, and discusses the practical application of linear parameter equations in mathematics.