A 15,000-N crane pivots around a friction-free axle at its base and is supported by a cable
Question:
A 15,000-N crane pivots around a friction-free axle at its base and is supported by a cable making a 25° angle with the crane (Fig. 11.29). The crane is 16 m long and is not uniform, its center of gravity being 7.0 m from the axle as measured along the crane. The cable is attached 3.0 m from the upper end of the crane. When the crane is raised to 55° above the horizontal holding an 11,000, N pallet of bricks by a 2.2-m vety light cord, find (a) The tension in the cable, and (b) The horizontal and vertical components of the force that the axle exerts on the crane. Start with a free-body diagram of the crane.
Transcribed Image Text:
2.2-m cord Cable 25 Bricks 55 Axle K-3.0 m-
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IDENTIFY Apply the conditions for equilibrium to the crane SET UP ...View the full answer
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Take 2 forks and place them on one another in such a way that we can place the coin in between the prongs. Now try to place the coin with forks on the edge of the glass. It will take you some time to adjust the coin on the edge. This requires a little practice to adjust the coin on the edge of the glass. With a little effort, we will see the coin sitting on the edge calmly. If you look closely you will see it wobbling a little bit. The mass is in the handles of the forks so as a low center of mass it stables as it looks.