Let's see if we can figure out the limit of x over natural log of x as x approaches one. And like always, pause this video and see if you can figure it out on your own. Well, we know from our limit properties this is going to be the same thing as the limit as x approaches one of x over, over the limit, the limit as x approaches one of the natural log of x. Now, this top limit, the one I have in magenta, this is pretty straightforward. This, if we had the graph of y equals x, that would be continuous everywhere. It's defined for all real numbers and it's continuous at all real numbers. And so it's continuous, the limit as x approaches one of x is just going to be this evaluated at x equals one.