Block A ( 2.4 kg) is on the ramp, block C (6kg) is on thehorizontal surface. Î¼s between block A and the ramp is 0.50and Î¼sbetweenblock C and the surface is 0.30. Determine the range ofvalues ofmass of block B for which the system is in equilibrium.Clearlystate all possible conditions of movement.

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A block of mass m = 1.5 kg is at rest on a ramp of mass M = 4.5 kg which, in turn, is at rest on a frictionless horizontal surface. The block and the ramp are aligned so that each has its center of mass located at x=0. When released, the block slides down the ramp to the left and the ramp, also free to slide on the frictionless surface, slides to the right as in figure. What is x_ramp, the distance the ramp has moved to the right, when the x_block = -0.300 m?

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A block of mass m=1.5 kg is at rest on a ramp of mass M=4.50 kg which, in turn, is at rest on a frictionless horizontal surface as shown in the figure. The block and the ramp are aligned so that each has its center of mass located at x=0. When released, the block slides down the ramp to the left, and the ramp, also free to slide on the frictionless surface slides to the right. calculate X_ramp, the distance the ramp has moved to the right when X_block=-0.300 m.

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A block of mass m = 1.50 kg is at rest on a ramp of mass M = 4.50 kg which, in turn, is at rest on a frictionless horizontal surface. (Fig. P8.13a). The block and the ramp are aligned so that each has its center of mass located at x = 0. When released, the block slides down the ramp to the left, and the ramp, also free to slide on the frictionless surface, slides to the right as in Figure P8.13b. Calculate , the distance the ramp has moved to the right when .

olivegnat402

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