hyperbola equation
双曲线方程
hyperbola graph
双曲线图形
hyperbola focus
双曲线焦点
hyperbola asymptote
双曲线渐近线
hyperbola vertex
双曲线顶点
hyperbola center
双曲线中心
hyperbola properties
双曲线性质
hyperbola definition
双曲线定义
hyperbola standard
双曲线标准
hyperbola intersections
双曲线交点
the graph of a hyperbola can be quite complex.
双曲线的图形可能相当复杂。
in mathematics, a hyperbola is a type of conic section.
在数学中，双曲线是一种圆锥曲线。
hyperbola equations can be used to model certain physical phenomena.
双曲线方程可以用来模拟某些物理现象。
the two branches of a hyperbola are mirror images of each other.
双曲线的两个分支是彼此的镜像。
understanding hyperbola properties is essential for advanced geometry.
理解双曲线的性质对高级几何学至关重要。
a hyperbola can be defined as the set of points where the difference of distances is constant.
双曲线可以定义为距离差为常数的点的集合。
hyperbolas can be found in various fields, including physics and engineering.
双曲线可以在物理学和工程学等多个领域中找到。
to sketch a hyperbola, you need to identify its asymptotes.
要描绘双曲线，您需要确定其渐近线。
the focal points of a hyperbola are critical in its construction.
双曲线的焦点在其构造中至关重要。
students often struggle with hyperbola equations in algebra classes.
学生们在代数课上常常对双曲线方程感到困惑。
hyperbola equation
双曲线方程
hyperbola graph
双曲线图形
hyperbola focus
双曲线焦点
hyperbola asymptote
双曲线渐近线
hyperbola vertex
双曲线顶点
hyperbola center
双曲线中心
hyperbola properties
双曲线性质
hyperbola definition
双曲线定义
hyperbola standard
双曲线标准
hyperbola intersections
双曲线交点
the graph of a hyperbola can be quite complex.
双曲线的图形可能相当复杂。
in mathematics, a hyperbola is a type of conic section.
在数学中，双曲线是一种圆锥曲线。
hyperbola equations can be used to model certain physical phenomena.
双曲线方程可以用来模拟某些物理现象。
the two branches of a hyperbola are mirror images of each other.
双曲线的两个分支是彼此的镜像。
understanding hyperbola properties is essential for advanced geometry.
理解双曲线的性质对高级几何学至关重要。
a hyperbola can be defined as the set of points where the difference of distances is constant.
双曲线可以定义为距离差为常数的点的集合。
hyperbolas can be found in various fields, including physics and engineering.
双曲线可以在物理学和工程学等多个领域中找到。
to sketch a hyperbola, you need to identify its asymptotes.
要描绘双曲线，您需要确定其渐近线。
the focal points of a hyperbola are critical in its construction.
双曲线的焦点在其构造中至关重要。
students often struggle with hyperbola equations in algebra classes.
学生们在代数课上常常对双曲线方程感到困惑。
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