Two inclined planes, AC and BC inclined at 600 and 30 to the horizontal as shown...

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Two inclined planes, AC and BC inclined at 600 and 30° to the horizontal as shown in the figure. A load of weight 1000N rests on the inclined plane BC and is tied to a rope that passes over a smooth pulley at B., the other end of the rope is connected to the block weight W which is resting on the plane AC. If the coefficient of friction between the block 1000N and the plane BC is 0.28 and between the block W and the plane AC is 0.2. determine the minimum value of W for the equilibrium of the system. μ₂ = 0.2 A W 60⁰ C 1000N 30⁰ μ₁ = 0.28 B Two inclined planes, AC and BC inclined at 600 and 30° to the horizontal as shown in the figure. A load of weight 1000N rests on the inclined plane BC and is tied to a rope that passes over a smooth pulley at B., the other end of the rope is connected to the block weight W which is resting on the plane AC. If the coefficient of friction between the block 1000N and the plane BC is 0.28 and between the block W and the plane AC is 0.2. determine the minimum value of W for the equilibrium of the system. μ₂ = 0.2 A W 60⁰ C 1000N 30⁰ μ₁ = 0.28 B

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Determine the minimum value of W for the equilibrium of the system We are given that Two inclined planesAC and BCare inclined at 60 and 30 to the hori... View the full answer