How do you write ln(13) in exponential form?

1 Answer
Jun 26, 2015

If x=ln(13), then e^(x)=13 is the exponential form.

Explanation:

In general, the equations x=log_{b}(y) and b^{x}=y are equivalent (it's assumed that b>0, b!=0, and y>0 here).

b^{x}=y is the exponential form of x=log_{b}(y) and x=log_{b}(y) is the logarithmic form of b^{x}=y.