A box of 2.500 kg body is accelerated vertically upward at 3.6 m/s2 by a rope? (a) Draw the forces on the object (free body diagram)? (b) How much tension (force) must a rope withstand?
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Two boxes, A and B, are connected by a massive vertical rope as shown. The mass of box A is 6.0 kg. The mass of the rope is 4.0 kg. The mass of box B is 5.0 kg. A constant upward force of 200.0 N is applied to box A. Draw three free body diagrams for each object. Calculate the acceleration of the system. Calculate the tension at the top of the massive rope. Calculate the tension at the midpoint of the massive rope.
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The figure below shows two boxes connected to each other by a light rope that passes over a pulley with negligible friction. The box of mass m1 = 10.0 kg hangs vertically while the box of mass m2 = 4.80 kg lies on an inclined surface with negligible friction. The surface is inclined at an angle ̸ of 35.0°. (a) What is the magnitude of the acceleration of the 4.80 kg box (in m/s²)? (b) What is the tension in the rope (in N)?
The two blocks in $\textbf{Fig. P4.48}$ are connected by a heavy uniform rope with a mass of 4.00 kg. An upward force of 200 N is applied as shown. (a) Draw three free-body diagrams: one for the 6.00-kg block, one for the 4.00-kg rope, and another one for the 5.00-kg block. For each force, indicate what body exerts that force. (b) What is the acceleration of the system? (c) What is the tension at the top of the heavy rope? (d) What is the tension at the midpoint of the rope? Figure e4.48(Figure Cant copy)
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