Well, the absolute value of the velocity function would just look like that. And so if you want the distance, you would find the, the distance traveled, I should say, you would find the integral over the appropriate change in time of the speed function, right over here, which we have graphed. So notice, if we want the distance traveled, so I'll just say, I'll write it out, distance traveled over first five seconds, first five seconds, first five seconds, what would it be? Well, it would be the integral from zero to five of the absolute value of our velocity function, which is, you could just view it as our speed function right over here, dt. And so it would be this area, which we already know to be 12.5 meters. So for the first five seconds, your distance and displacement are consistent. Well, that's because you have, in this case, the velocity function is positive, so the absolute value of it is still going to be positive.