And so here's a bunch of techniques for trying to tackle something in indeterminate form. And likely in a few weeks, you will learn another technique that involves a little bit more calculus called L'Hopital's Rule that we don't tackle here because that involves calculus, while all of these techniques can be done with things before calculus, some algebraic techniques, and some trigonometric techniques. So the first thing that you might wanna try to do, especially if you're dealing with a rational expression like this and you're getting indeterminate form, is try to factor it. Try to see if you can simplify this expression. And this expression here, you can factor it. This is the same thing as x, let's see, x minus two times x plus one over, let's see, x, well, this would be x minus three times x plus one. If what I just did seems completely foreign to you, I encourage you to watch the videos on factoring polynomials or factoring quadratics.