The man attempts to a up port the toad of boards having a weight W and a center of gravity at G . If he is standing on a smooth floor, determine the smallest angle θ at which he can hold them up in the position shown. Neglect his weight. Prob. 5-17
The man attempts to a up port the toad of boards having a weight W and a center of gravity at G . If he is standing on a smooth floor, determine the smallest angle θ at which he can hold them up in the position shown. Neglect his weight. Prob. 5-17
The man attempts to a up port the toad of boards having a weight W and a center of gravity at G. If he is standing on a smooth floor, determine the smallest angle θ at which he can hold them up in the position shown. Neglect his weight.
9-74. Determine the location (T, F) of the center of gravity
of the three-wheeler. The location of the center of gravity of
cach component and its weight are tabulated in the figure. If
the three-wheeler is symmetrical with respect to the x-y
plane, determine the normal reaction each of its wheels
exerts on the ground.
L. Rear wheels
2. Mechanical components 85 Ib
3. Frame
4. Front wheel
18 Ib
120 Ib
8 Ib
1.50 f 2
1.30 ft
2ft
B
-230 ft-
-H1.40 ft-
0.80 ft
Prob. 9-74
9-74. Determine the location (F, y) of the center of gravity
of the three-wheeler. The location of the center of gravity of
each component and its weight are tabulated in the figure. If
the three-wheeler is symmetrical with respect to the x-y
plane, determine the normal reaction each of its wheels
exerts on the ground.
1. Rear wheels
2. Mechanical components 85 lb
3. Frame
4. Front wheel
18 lb
120 lb
8 lb
1 ft
1.50 ft
2 ft
1.30 ft
-2.30 ft-
+1.40 ft-
0.80 ft
Prob. 9-74
6-30. The steel plate is 0.3 m thick and has a density of
7850 kg/m³. Determine the location of its center of gravity.
Also find the reactions at the pin and roller support.
y
A
y² = 2x
y = -x
2 m
B.
Prob. 6-30
2 m
2 m
X
Chapter 5 Solutions
INTERNATIONAL EDITION---Engineering Mechanics: Statics, 14th edition (SI unit)
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