Lingaku- not differentiable (function in calculus)
Generated definitions (experimental)
- not differentiable
This term is used in calculus to describe a function that does not have a derivative at a certain point or over an interval. This often occurs at points where the function has a sharp corner, cusp, or vertical tangent.
This function is not differentiable at x = 0.
If the graph has a sharp point, then it is not differentiable.
Generated collocations (experimental)
bù kě不可dǎo hán shù导函数non-differentiable functionbù kě不可dǎo导diǎn点non-differentiable pointbù kě不可dǎo导xìng性non-differentiabilitybù kě dǎo不可导de的tiáo jiàn条件conditions for non-differentiabilitybù kě dǎo不可导de的biǎo xiàn表现manifestation of non-differentiabilitybù kě dǎo不可导de的xìng zhì性质properties of non-differentiabilitybù kě不可dǎo导tú图xíng形non-differentiable graphbù kě不可dǎo导Ōu区jiān间non-differentiable intervalbù kě不可dǎo导Qū曲xiàn线non-differentiable curvebù kě dǎo不可导de的lì zi例子examples of non-differentiability