E (Natural Log Definition)

Colorized Definition



\naturallog \ln(a)
\plain =
\timetogrow \int _{1}^{a}
\unitInterest {\frac {1}{x}} dx
\naturallog \ln(
\naturallog )
\plain =
\unitTime 1

\naturallog The natural log
\plain is
\timetogrow the time to grow from 1 to a value
\plain using
\unitInterest 100\% continuous interest.
\growth e is the number
\plain that takes
\naturallog the natural logarithm
\unitTime 1 unit of time to reach.
## Read More - [An Intuitive Guide To Exponential Functions & e](https://betterexplained.com/articles/an-intuitive-guide-to-exponential-functions-e/) - [Common Definitions of e (Colorized)](https://betterexplained.com/articles/definitions-of-e-colorized/) - [Demystifying the Natural Logarithm](https://betterexplained.com/articles/demystifying-the-natural-logarithm-ln/)