Differentiable refers to a property of functions in calculus in which the derivative exists at every point within a given domain. The antonyms for the word "differentiable" include non-differentiable, discontinuous, and non-smooth. Non-differentiable functions are those for which the derivative fails to exist at one or more points in the domain. Discontinuous functions, on the other hand, are those that have at least one point where the function's value jumps suddenly, and therefore, the derivative doesn't exist at that point. Non-smooth functions are functions that don't have a continuous derivative. These antonyms describe the opposite of a function being differentiable and highlight the importance of continuity in mathematical analysis.

What are the antonyms for Differentiable?

• adj.

  • noun
  • indistinguishable
  ,
  • undistinguishable
  .

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