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This document provides an introduction to circular motion and arc length. It discusses how an object moving in a circle can be located using Cartesian coordinates with x and y values changing over time, or using polar coordinates with a constant radius and changing angular position. The relationship between Cartesian and polar coordinates is shown using trigonometric functions. Arc length is defined as the linear distance traveled along a curve, with the equation s = rΔθ provided, where s is arc length, r i

Author

Isaac Alexandro

Language

EN