A function that is continuous at a point may still fail to be:

Question

Accepted Answer

A. Differentiable

1. A sharp corner has no single tangent.
2. Continuity alone is not enough.
3. So it may fail to be differentiable.
_Source: OpenStax Calculus Volume 1, Chapter 3, Derivatives._

Answer

Distinguishable

Answer

Distributable

Answer

Diminishable

A function that is continuous at a point may still fail to be:

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