H.W. A cable is attached to the 20-kg plate B, passes over a fixed peg at C, and is attached to the block at A. Using the coefficients of static friction shown, determine the smallest mass of block A so that it will prevent sliding motion of B down the plane. HA=0.2 HB= 0.3 B. 30

International Edition---engineering Mechanics: Statics, 4th Edition
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Chapter7: Dry Friction
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Problem 7.49P
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H.W. A cable is attached to the 20-kg plate B,
passes over a fixed peg at C, and is attached to the
block at A. Using the coefficients of static friction
shown, determine the smallest mass of block A so
that it will prevent sliding motion of B down the
plane.
HA 0.2
HB = 0.3
30
H.W Blocks A and B have a mass of 7 kg and 10 kg,
respectively. Using the coefficients of static friction
indicated, determine the largest vertical force P which
can be applied to the cord without causing motion.
300 mm
400 mm
= 04
H.W The uniform thin pole has a weight of 50 N and a
length of 26m. If it is placed against the rough wall and
on the rough box in the position d = 10 m,
us = 0.3 at points A, B and C
P= 150 N
Box weight = 100 N
Determine the distance x when the motion of the pole
impend
26
H.W.
Determine the horizontal force P required to cause
slippage to occur. The friction coefficients for the
three pairs of mating surfaces are indicated. The top
block is free to move vertically.
100 kg
H=0.60
50 kg
H=0.40
H=D0.30
20 kg
Transcribed Image Text:H.W. A cable is attached to the 20-kg plate B, passes over a fixed peg at C, and is attached to the block at A. Using the coefficients of static friction shown, determine the smallest mass of block A so that it will prevent sliding motion of B down the plane. HA 0.2 HB = 0.3 30 H.W Blocks A and B have a mass of 7 kg and 10 kg, respectively. Using the coefficients of static friction indicated, determine the largest vertical force P which can be applied to the cord without causing motion. 300 mm 400 mm = 04 H.W The uniform thin pole has a weight of 50 N and a length of 26m. If it is placed against the rough wall and on the rough box in the position d = 10 m, us = 0.3 at points A, B and C P= 150 N Box weight = 100 N Determine the distance x when the motion of the pole impend 26 H.W. Determine the horizontal force P required to cause slippage to occur. The friction coefficients for the three pairs of mating surfaces are indicated. The top block is free to move vertically. 100 kg H=0.60 50 kg H=0.40 H=D0.30 20 kg
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