You actually can't see the whole thing right over here. Actually, I can zoom out a little bit more so that you can really see what's going on. And so what's interesting here? Well, it looks like right at x equals negative one, we cross, our second derivative crosses the x-axis. So let me label that. So right over there, we cross the x-axis, which is exactly where we have the inflection point. And that makes sense, because if our second derivative goes from being negative to positive, that means our first derivative goes from being decreasing to increasing, which means the slope of our tangent line of our function goes from decreasing to increasing.