A rotating circular platform, with initial angular velocity w, brakes with an angular acceleration a. Make...
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A rotating circular platform, with initial angular velocity w, brakes with an angular acceleration a. Make a diagram of the situation and calculate: a) The time it takes to stop completely. b) The acceleration of a point that is at a distance R from the axis of rotation (do not forget that the acceleration is composed of two components: the tangential and the normal). c) The total distance (or arc) traveled by this point. A rotating circular platform, with initial angular velocity w, brakes with an angular acceleration a. Make a diagram of the situation and calculate: a) The time it takes to stop completely. b) The acceleration of a point that is at a distance R from the axis of rotation (do not forget that the acceleration is composed of two components: the tangential and the normal). c) The total distance (or arc) traveled by this point. A rotating circular platform, with initial angular velocity w, brakes with an angular acceleration a. Make a diagram of the situation and calculate: a) The time it takes to stop completely. b) The acceleration of a point that is at a distance R from the axis of rotation (do not forget that the acceleration is composed of two components: the tangential and the normal). c) The total distance (or arc) traveled by this point. A rotating circular platform, with initial angular velocity w, brakes with an angular acceleration a. Make a diagram of the situation and calculate: a) The time it takes to stop completely. b) The acceleration of a point that is at a distance R from the axis of rotation (do not forget that the acceleration is composed of two components: the tangential and the normal). c) The total distance (or arc) traveled by this point.
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College Physics Reasoning and Relationships
ISBN: 978-0840058195
2nd edition
Authors: Nicholas Giordano
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