And since it is continuous at x equals one, then the limit here is just going to be the natural log evaluated at x equals one. So this is just going to be the natural log, the natural log of one, which of course is zero. E to the zero power is one. So this is all going to be equal to, this is going to be equal to, we just evaluate it, one over, one over zero. And now we face a bit of a conundrum. One over zero is not defined. If it was zero over zero, we wouldn't necessarily be done yet.