Derivability

Pronunciation: /ˈdɝˈaɪˈviˈəbɪɫəˌti/

Derivability (noun)

  1. The property of a function that allows a derivative to be defined at a point.
  2. The condition that makes it possible to find how a quantity changes by using a derivative.

Examples

  • The derivability of the function improves its smoothness.
  • Good derivability helps the graph look continuous and steady.