differentiability criteria
可微性标准
differentiability theorem
可微性定理
differentiability conditions
可微性条件
point of differentiability
可微性点
differentiability analysis
可微性分析
class of differentiability
可微性阶
differentiability in calculus
微积分中的可微性
global differentiability
全局可微性
local differentiability
局部可微性
differentiability properties
可微性属性
the concept of differentiability is essential in calculus.
可微性概念在微积分中至关重要。
to determine differentiability, we analyze the function's behavior.
为了确定可微性，我们分析函数的行为。
differentiability implies continuity, but continuity does not imply differentiability.
可微性意味着连续性，但连续性并不意味着可微性。
we studied the differentiability of various functions in class.
我们在课堂上研究了各种函数的可微性。
graphing the function helps us visualize its differentiability.
绘制函数图形有助于我们可视化其可微性。
in higher mathematics, differentiability plays a crucial role.
在高等数学中，可微性发挥着至关重要的作用。
we must check for differentiability before applying optimization techniques.
在应用优化技术之前，我们必须检查可微性。
understanding differentiability is key to mastering differential equations.
理解可微性是掌握微分方程的关键。
many real-world problems require an understanding of differentiability.
许多现实问题需要理解可微性。
differentiability criteria
可微性标准
differentiability theorem
可微性定理
differentiability conditions
可微性条件
point of differentiability
可微性点
differentiability analysis
可微性分析
class of differentiability
可微性阶
differentiability in calculus
微积分中的可微性
global differentiability
全局可微性
local differentiability
局部可微性
differentiability properties
可微性属性
the concept of differentiability is essential in calculus.
可微性概念在微积分中至关重要。
to determine differentiability, we analyze the function's behavior.
为了确定可微性，我们分析函数的行为。
differentiability implies continuity, but continuity does not imply differentiability.
可微性意味着连续性，但连续性并不意味着可微性。
we studied the differentiability of various functions in class.
我们在课堂上研究了各种函数的可微性。
graphing the function helps us visualize its differentiability.
绘制函数图形有助于我们可视化其可微性。
in higher mathematics, differentiability plays a crucial role.
在高等数学中，可微性发挥着至关重要的作用。
we must check for differentiability before applying optimization techniques.
在应用优化技术之前，我们必须检查可微性。
understanding differentiability is key to mastering differential equations.
理解可微性是掌握微分方程的关键。
many real-world problems require an understanding of differentiability.
许多现实问题需要理解可微性。
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