approach an asymptote
接近渐近线
asymptote to infinity
趋向无穷大
horizontal asymptote
水平渐近线
vertical asymptote
垂直渐近线
oblique asymptote
倾斜渐近线
asymptote in mathematics
数学中的渐近线
find the asymptote
找到渐近线
the curve approaches the asymptote but never touches it.
曲线接近渐近线，但从不与其相交。
in mathematics, an asymptote is a line that a curve approaches.
在数学中，渐近线是曲线趋近的一条线。
as the function increases, it gets closer to the asymptote.
随着函数的增加，它越来越接近渐近线。
the concept of an asymptote is important in calculus.
渐近线的概念在微积分中非常重要。
graphing the function helps visualize the asymptote.
绘制函数图形有助于可视化渐近线。
asymptotes can be vertical, horizontal, or oblique.
渐近线可以是垂直的、水平的或斜的。
the asymptote indicates the behavior of the function at infinity.
渐近线指示函数在无穷大时的行为。
students often struggle to understand the concept of an asymptote.
学生们常常难以理解渐近线的概念。
the asymptote provides insight into the limits of the function.
渐近线提供了对函数极限的见解。
identifying the asymptote is crucial for graphing rational functions.
识别渐近线对于绘制有理函数至关重要。
approach an asymptote
接近渐近线
asymptote to infinity
趋向无穷大
horizontal asymptote
水平渐近线
vertical asymptote
垂直渐近线
oblique asymptote
倾斜渐近线
asymptote in mathematics
数学中的渐近线
find the asymptote
找到渐近线
the curve approaches the asymptote but never touches it.
曲线接近渐近线，但从不与其相交。
in mathematics, an asymptote is a line that a curve approaches.
在数学中，渐近线是曲线趋近的一条线。
as the function increases, it gets closer to the asymptote.
随着函数的增加，它越来越接近渐近线。
the concept of an asymptote is important in calculus.
渐近线的概念在微积分中非常重要。
graphing the function helps visualize the asymptote.
绘制函数图形有助于可视化渐近线。
asymptotes can be vertical, horizontal, or oblique.
渐近线可以是垂直的、水平的或斜的。
the asymptote indicates the behavior of the function at infinity.
渐近线指示函数在无穷大时的行为。
students often struggle to understand the concept of an asymptote.
学生们常常难以理解渐近线的概念。
the asymptote provides insight into the limits of the function.
渐近线提供了对函数极限的见解。
identifying the asymptote is crucial for graphing rational functions.
识别渐近线对于绘制有理函数至关重要。
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