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For a velocity of m/s and radius m, the centripetal acceleration is m/s². Note that if the velocity is doubled to m/s at the same radius, the acceleration is quadrupled to m/s 2. Explaining simply, centripetal force is the force that keeps an object bound to a curved path and not letting it go out of the path . This force is not a new force but is the result of other forces, such as tension, gravity, or friction, acting in such a way that it pulls the object toward the center. Learn what centripetal force is, how it acts on objects moving in circular paths, and what sources and formulas apply. Explore examples of centripetal force in astronomy, engineering, physics, and everyday life. Understand centripetal force , circular motion, and related concepts like banking of roads, aeroplane turns, and cyclist motion.
