3. A 3m long uniform ladder of mass m =10 kg leans up against a frictionless wallas shown. The ladder resting on the floorexperiences a coefficient of friction, µs =0.4. The angle the ladder makes with thehorizontal is 0.А.What is the minimumangle, 0, (non-zero!) the laddercan make with the horizontal andnot slip?В.ladder at an angle 0 = 60°, what is the magnitude and direction of the frictionalforce on the ladder?If you now place theС.With the ladder at that same 60° angle, how high off the ground could a70kg man get without the ladder slipping?D.Suppose the man wants to climb to the top of the ladder while it remainsat that 60° angle. So he decides to attach a rope (massless of course!) to themiddle of the ladder and extending horizontally to the wall where he attaches it.What will be the tension in the rope when he reaches the top of the ladder?

Given: length of ladder l = 3 m mass of ladder m =10kg friction coefficient μ=0.4

3. A 3m long uniform ladder of mass m = 10 kg leans up against a frictionless wall as shown. The ladder resting on the floor experiences a coefficient of friction, µs = 0.4. The angle the ladder makes with the horizontal is 0. А. What is the minimum angle, 0, (non-zero!) the ladder can make with the horizontal and not slip? В. If you now place the ladder at an angle 0 = 60°, what is the magnitude and direction of the frictional force on the ladder? С. 70kg man get without the ladder slipping? With the ladder at that same 60° angle, how high off the ground could a

3. A 3m long uniform ladder of mass m = 10 kg leans up against a frictionless wall as shown. The ladder resting on the floor experiences a coefficient of friction, µs = 0.4. The angle the ladder makes with the horizontal is 0. А. What is the minimum angle, 0, (non-zero!) the ladder can make with the horizontal and not slip? В. If you now place the ladder at an angle 0 = 60°, what is the magnitude and direction of the frictional force on the ladder? С. 70kg man get without the ladder slipping? With the ladder at that same 60° angle, how high off the ground could a

Glencoe Physics: Principles and Problems, Student Edition

1st Edition

ISBN:9780078807213

Author:Paul W. Zitzewitz

Publisher:Paul W. Zitzewitz

Chapter8: Rotational Motion

Section: Chapter Questions

Problem 74A

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Similar questions

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