Undifferentiable: meaning, definitions and examples
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undifferentiable
[ ˌʌnˌdɪfəˈrɛnʃəbəl ]
mathematics
Not capable of being distinguished or differentiated from something else. In calculus, a function is considered undifferentiable at a certain point if its derivative does not exist at that point.
Synonyms
indifferentiable, indistinguishable, non-differentiable
Examples of usage
- The function |x| is undifferentiable at x=0.
- The concept of undifferentiability plays a key role in the study of continuity and differentiability in mathematics.
Translations
Translations of the word "undifferentiable" in other languages:
🇵🇹 não diferenciável
🇮🇳 अविभाज्य
🇩🇪 nicht differenzierbar
🇮🇩 tidak dapat dibedakan
🇺🇦 не диференційований
🇵🇱 nieróżnicowalny
🇯🇵 区別できない
🇫🇷 non différentiable
🇪🇸 no diferenciable
🇹🇷 ayrıştırılamaz
🇰🇷 구분할 수 없는
🇸🇦 غير قابل للتمييز
🇨🇿 nerozlišitelný
🇸🇰 nerozlíšiteľný
🇨🇳 不可区分
🇸🇮 nediferenciran
🇮🇸 ógreinanlegur
🇰🇿 айырмашылығы жоқ
🇬🇪 გაურჩეველი
🇦🇿 fərqləndirilməz
🇲🇽 no diferenciable
Word origin
The word 'undifferentiable' originates from the prefix 'un-' meaning 'not' and 'differentiable' from the verb 'differentiate', which comes from the Latin word 'differentiatus', past participle of 'differentiare', meaning 'to distinguish'. The term is commonly used in mathematics to describe functions that are not differentiable at certain points.