With what minimum acceleration can a fireman slide down a rope whose breaking strength is 2/5th of his weight
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Sum of the forces acting = ma. These types of questions can also be easily solved by drawing a free body diagram as shown below. If we add the inertia force (ma) to the FBD then we can solve it using dynamic equilibrium (all forces balance).
Edit: This method is D’Alembert’s principle.
Since he is accelerating downward, there is an inertia force F = ma upward (opposite the direction of acceleration). The only other two forces acting on the fireman are the rope tension upward and his weight = mg downward.
Edit: This method is D’Alembert’s principle.
Since he is accelerating downward, there is an inertia force F = ma upward (opposite the direction of acceleration). The only other two forces acting on the fireman are the rope tension upward and his weight = mg downward.
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