What is the limit as x approaches one from the right-hand of g of h of x? Well, we can do the same exercise. As we approach one from the right, it looks like h is approaching two from below, from values less than two. And so if we are approaching two from below, because remember, whatever h is outputting is the input into g. So if the thing that we're inputting into g is approaching two from below, that means that g once again is going to be approaching negative two. So this is a really, really, really interesting case where the limit of g of x as x approaches two does not exist. But because on h of x, when we approach from both the left and the right-hand side, h is approaching two from below. We just have to think about the left-handed limit as we approach two from below or from the left on g. Because in both situations, we are approaching negative two.