Two masses, m1 =15 kg, m2 = 3kg in Atwood's machine are connected over the frictionless pulley that is a uniform disk with a radius of 12cm. The mass of the pulley is 0.2 kg. Use conservation of energy to solve for the final speed of block m1 and m2, when the block m2 moves down a distance of 1.2 m.
Two masses, m1 =15 kg, m2 = 3kg in Atwood's machine are connected over the frictionless pulley that is a uniform disk with a radius of 12cm. The mass of the pulley is 0.2 kg. Use conservation of energy to solve for the final speed of block m1 and m2, when the block m2 moves down a distance of 1.2 m.
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Two masses, m1 =15 kg, m2 = 3kg in Atwood's machine are connected over the frictionless pulley that is a uniform disk with a radius of 12cm. The mass of the pulley is 0.2 kg. Use conservation of energy to solve for the final speed of block m1 and m2, when the block m2 moves down a distance of 1.2 m.
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