In this section, we use definite integrals to find the arc length of a curve. We can think of arc length as the distance you would travel if you were walking along the path of the curve. Many real-…
In this section, we use definite integrals to find the arc length of a curve. We can think of arc length as the distance you would travel if you were walking along the path of the curve. Many real-world applications involve arc length. If a rocket is launched along a parabolic path, we might want to know how far the rocket travels. Or, if a curve on a map represents a road, we might want to know how far we have to drive to reach our destination.
1.1: Volumes of solids of revolution -cross-sections - Mathematics
8.1 Arc Length
8.2: Circles - Mathematics LibreTexts
8.1: Arc Length - Mathematics LibreTexts
Full, PDF, Area
1.4: Arc Length of a Curve and Surface Area - Mathematics LibreTexts
8.1 Arc Length
8.1: Arc Length - Mathematics LibreTexts
1.9: Arc Length - Mathematics LibreTexts