Doubt in physics(laws of motion)
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Let the tension in the string be T. First we must decide in which direction the frictional force on m1 will act. Suppose m2 moves down. Then m2g > T T>m1gsin ![]() Which gives m2g > m1gsin ![]() m2g - m1gsin > 0(2/3)m1g - m1g(1/2) > 0 which is true. Hence the block m2 moves down. The frictional force on the block m1 acts down the plane. m2g - T = m2a T - m1gsin - m1gcos = m1aAdd these two equations and find the acceleration. |
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m1gcos







