What is Centripetal and Centrifugal Force? Definition, formula and equation.
When a body of mass m kg is moving with angular velocity ω rad/s, in a circular path of radius r, then centripetal force:
![Centripetal Force Centripetal Force](data:image/png;base64,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)
This force acts radially inwards and is essential for circular motion. According to Newton's third law of motion, the body must exert a force radially outwards of equal magnitude. This force is known as centrifugal force, whose magnitude is given by:
![Centrifugal Force Centrifugal Force](data:image/png;base64,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)
When a body of mass m kg is moving with angular velocity ω rad/s, in a circular path of radius r, then centripetal force:
This force acts radially inwards and is essential for circular motion. According to Newton's third law of motion, the body must exert a force radially outwards of equal magnitude. This force is known as centrifugal force, whose magnitude is given by:
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