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For the next step, the only option is to do the inverse function of which is log:
As you should know, we can kick the out to the front of the natural log:
The natural log of is of course leaving us with:
Now, this is where we run into trouble because, as you will notice if you plug this into your calculator, you will receive an error message. This is because the natural log of can be re-written as where we are solving for . However, we know represents a () and any constant raised to the power on the domain (,) will be than .
There is value for which allows the graph to cross .
