draw hyperbolas
绘制双曲线
graph hyperbolas
绘制双曲线图
hyperbolas properties
双曲线性质
hyperbolas equations
双曲线方程
hyperbolas focus
双曲线焦点
hyperbolas asymptotes
双曲线渐近线
hyperbolas definition
双曲线定义
hyperbolas examples
双曲线示例
hyperbolas applications
双曲线应用
hyperbolas transformations
双曲线变换
hyperbolas are often studied in mathematics.
双曲线常常在数学中被研究。
the graph of hyperbolas can be quite complex.
双曲线的图形可能相当复杂。
in conic sections, hyperbolas are one of the key shapes.
在圆锥曲线中，双曲线是关键形状之一。
hyperbolas have two branches that extend infinitely.
双曲线有两个无限延伸的分支。
understanding hyperbolas is essential for advanced geometry.
理解双曲线对于高级几何学至关重要。
hyperbolas can represent certain types of physical phenomena.
双曲线可以表示某些类型的物理现象。
we used hyperbolas to model the trajectory of the projectile.
我们使用双曲线来模拟抛射物的轨迹。
in calculus, hyperbolas can be analyzed for their properties.
在微积分中，双曲线可以被分析其属性。
hyperbolas are often used in navigation systems.
双曲线常用于导航系统。
the equation of hyperbolas can be quite intricate.
双曲线的方程可能相当复杂。
draw hyperbolas
绘制双曲线
graph hyperbolas
绘制双曲线图
hyperbolas properties
双曲线性质
hyperbolas equations
双曲线方程
hyperbolas focus
双曲线焦点
hyperbolas asymptotes
双曲线渐近线
hyperbolas definition
双曲线定义
hyperbolas examples
双曲线示例
hyperbolas applications
双曲线应用
hyperbolas transformations
双曲线变换
hyperbolas are often studied in mathematics.
双曲线常常在数学中被研究。
the graph of hyperbolas can be quite complex.
双曲线的图形可能相当复杂。
in conic sections, hyperbolas are one of the key shapes.
在圆锥曲线中，双曲线是关键形状之一。
hyperbolas have two branches that extend infinitely.
双曲线有两个无限延伸的分支。
understanding hyperbolas is essential for advanced geometry.
理解双曲线对于高级几何学至关重要。
hyperbolas can represent certain types of physical phenomena.
双曲线可以表示某些类型的物理现象。
we used hyperbolas to model the trajectory of the projectile.
我们使用双曲线来模拟抛射物的轨迹。
in calculus, hyperbolas can be analyzed for their properties.
在微积分中，双曲线可以被分析其属性。
hyperbolas are often used in navigation systems.
双曲线常用于导航系统。
the equation of hyperbolas can be quite intricate.
双曲线的方程可能相当复杂。
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