osculation point
交點
osculation curve
交叉曲線
osculation angle
交角
osculation graph
交圖
osculation theory
交理論
osculation function
交函數
osculation behavior
交行爲
osculation properties
交性質
osculation analysis
交分析
osculation method
交方法
osculation is a mathematical concept related to curvature.
接觸是與曲率相關的數學概念。
the osculation of the two curves occurs at their intersection.
這兩條曲線的接觸發生在它們的交點。
in geometry, osculation helps in understanding the behavior of curves.
在幾何學中，接觸有助於理解曲線的行爲。
he explained osculation using simple examples from calculus.
他用微積分中的簡單例子解釋了接觸。
the concept of osculation can be applied in physics and engineering.
接觸的概念可以應用於物理和工程學。
understanding osculation is vital for advanced studies in mathematics.
理解接觸對數學的高級研究至關重要。
she used osculation to analyze the shapes of different objects.
她用接觸來分析不同物體的形狀。
in the study of curves, osculation provides important insights.
在曲線研究中，接觸提供了重要的見解。
mathematicians often discuss osculation when studying tangents.
數學家在研究切線時常常討論接觸。
the osculation point is where two curves are closest together.
接觸點是兩條曲線最接近的地方。
osculation point
交點
osculation curve
交叉曲線
osculation angle
交角
osculation graph
交圖
osculation theory
交理論
osculation function
交函數
osculation behavior
交行爲
osculation properties
交性質
osculation analysis
交分析
osculation method
交方法
osculation is a mathematical concept related to curvature.
接觸是與曲率相關的數學概念。
the osculation of the two curves occurs at their intersection.
這兩條曲線的接觸發生在它們的交點。
in geometry, osculation helps in understanding the behavior of curves.
在幾何學中，接觸有助於理解曲線的行爲。
he explained osculation using simple examples from calculus.
他用微積分中的簡單例子解釋了接觸。
the concept of osculation can be applied in physics and engineering.
接觸的概念可以應用於物理和工程學。
understanding osculation is vital for advanced studies in mathematics.
理解接觸對數學的高級研究至關重要。
she used osculation to analyze the shapes of different objects.
她用接觸來分析不同物體的形狀。
in the study of curves, osculation provides important insights.
在曲線研究中，接觸提供了重要的見解。
mathematicians often discuss osculation when studying tangents.
數學家在研究切線時常常討論接觸。
the osculation point is where two curves are closest together.
接觸點是兩條曲線最接近的地方。
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