differentiable Synonyms
Strongest:
Strong:
- mixed
- unlike
- dissimilar
- distinct
- disparate
- distinctive
- other
- different
- particular
- individual
- sundry
- diverse
- distinguishable
- alternative
- miscellaneous
Weak:
Strongest:
- same
- indistinguishable
- identical
- similar
- identical
- equal
- parallel
- same
- like
- like
- indistinguishable
- similar
- equal
- parallel
Strong:
- alike
- tantamount
- kin
- comparable
- equivalent
- homogeneous
- homogeneous
- related
- kin
- alike
- analogous
- kindred
- kindred
- equivalent
- related
- tantamount
- comparable
- analogous
Weak:
differentiable Meaning
differentiable (a)
possessing a differential coefficient or derivative
differentiable (s)
capable of being perceived as different
differentiable Sentence Examples
- In calculus, a function is considered differentiable if it has a derivative at every point in its domain.
- The differentiable nature of the curve allows for the calculation of slopes at various points.
- The mathematical concept of differentiability is fundamental in understanding rates of change.
- Smooth and continuous functions are often differentiable across their entire domain.
- Understanding the rules of differentiation is crucial for analyzing differentiable functions.
- The differentiable property of a function enables the calculation of its instantaneous rate of change.
- The differentiable nature of the mathematical model facilitates optimization techniques.
- The function's differentiability guarantees the existence of tangent lines at all points.
- In real-world applications, differentiable functions are essential for modeling dynamic systems.
- The function's graph displays a smooth curve, indicating that it is differentiable.
FAQs About the word differentiable
possessing a differential coefficient or derivative, capable of being perceived as different
varied, variant, several,discriminable, various,mixed, unlike, dissimilar, distinct, disparate
same, indistinguishable, identical, similar, identical, equal, parallel, same, like, like
In calculus, a function is considered differentiable if it has a derivative at every point in its domain.
The differentiable nature of the curve allows for the calculation of slopes at various points.
The mathematical concept of differentiability is fundamental in understanding rates of change.
Smooth and continuous functions are often differentiable across their entire domain.
