Exponential and logarithmic functions are inverses so they can then be converted between each form. For a log form of \(\displaystyle{y}={\log{{b}}}{x}\), the exponential form is by=x.

Let \(\displaystyle{y}={\log{{1.275}}}{.86}\). Then b=1.27 and x=5.86. The exponential form is then \(\displaystyle{1.27}^{{y}}={5.86}\)

Let \(\displaystyle{y}={\log{{1.275}}}{.86}\). Then b=1.27 and x=5.86. The exponential form is then \(\displaystyle{1.27}^{{y}}={5.86}\)