Ln(x + 1)

Definition

The natural logarithm of (x + 1) gives you the exponent to which e (Euler's number) must be raised to obtain (x + 1).

Related terms

Exponential Function:

An exponential function has the form f(x) = a^x where "a" is any positive constant other than one.

Logarithmic Function: A logarithmic function has the form f(x) = log_a(x), where "a" is any positive constant other than one and log_a refers to taking logarithm base "a".

Natural Logarithm: The natural logarithm is a special case of the logarithm function with base e, denoted as ln(x).