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WebMass m1 (= 50 kg) sits on top of an inclined plane with inclination θ (= 250 ). The coefficient of static friction between m1 and the inclined plane is µ (= 0.5). The mass m1 is just about to slip, i.e., maximum possible static friction is acting on the mass m1. Weba particle of mass m1 which is resting on a smooth inclined plane of inclination a, is connected to a mass m2 by a light inextensible string which passes over a smooth pulley at the top end of the plane so that m2 hangs vertically download. if the system is released show the equation of the acceleration and the tension in the string how to use scrunch it brush
5.6: Kepler’s Laws - Physics LibreTexts
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