Engineering Mechanics - Friction

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  • General Questions
"I do not seek. I find."
- Pablo Picasso

The boy at D has a mass of 50 kg, a center of mass at G, and stands on a plank at the position shown. The plank is pin-supported at A and rests on a post at B. Neglecting the weight of the plank and post, determine the magnitude of force P his friend (?) at E must exert in order to pull out the post. Take B = 0.3 and C = 0.8.

A. P = 360 N
B. P = 264 N
C. P = 229 N
D. P = 293 N


A uniform beam has a mass of 18 kg and rests on two surfaces at points A and B. Determine the maximum distance x to which the girl can slowly walk up the beam before it begins to slip. The girl has a mass of 50 kg and walks up the beam with a constant velocity.

A. x = 0.678 m
B. x = 0.508 m
C. x = 1.005 m
D. x = 0.712 m


Determine the minimum force F needed to push the two 75-kg cylinders up the incline. The force acts parallel to the plane and the coefficients of friction at the contacting surfaces are A = 0.3, B = 0.25, C = 0.4. Each cylinder has a radius of 150 mm.

A. F = 919 N
B. F = 735 N
C. F = 1.051 kN
D. F = 981 N


The refrigerator has a weight of 200 lb and a center of gravity at G. Determine the force P required to move it. Will the refrigerator tip or slip? Take = 0.4.

A. P = 75 lb Slips
B. P = 80 lb Tips
C. P = 80 lb Slips
D. P = 75 lb Tips


A 17-kg ladder has a center of mass at G. If the coefficients of friction at A and B are A = 0.3 and B = 0.2, respectively, determine the smallest horizontal force that the man must exert of the ladder at point C in order to push the ladder forward.

A. F = 120.2 N
B. F = 288 N
C. F = 166.8 N
D. F = 204 N

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