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解析几何将数学方程用曲线直观地展示出来,降低了学生学习方程时的难度。同时,解析几何将“代数与几何”、“数与形”等连接了起来,更好地展现了数学中两大要素代数与图形之间的联系,是高中数学教学中不可缺少的一部分。学生在学习解析几何时,能够认识很多数学模型,也能够培养自己的空间想象力。近几年来,解析几何成为了高考的热点,新课程也对学生解析几何的学习提出了新的要求。因此,教师要认识到解析几何在高中数学教学中的重要性并采取有效
Analytic geometry shows the mathematical equations visually, reducing the difficulty of learning equations. At the same time, analytic geometry connects “algebra with geometry ”, “number and form ” and so on, which better shows the connection between two major algebra and graphics in mathematics and is indispensable in high school mathematics teaching a part of. When students learn analytic geometry, they can know a lot of mathematical models as well as cultivate their own space imagination. In recent years, analytical geometry has become a hot spot for the college entrance examination, the new curriculum also put forward new requirements for students to learn analytic geometry. Therefore, teachers should recognize the importance of analytic geometry in high school mathematics teaching and take effective