Deck 3: Equilibrium of Particles and Rigid Bodies: 2D, 3D

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pin at A in Problem 3.7 is removed and the pole rests on a rough surface at A in the position shown in the figure below. The minimum coefficient of friction at A required for equilibrium is: pin at A in Problem 3.7 is removed and the pole rests on a rough surface at A in the position shown in the figure below. The minimum coefficient of friction at A required for equilibrium is:   (A) 0.41 (B) 0.25 (C) 0.37 (D) 0.64<div style=padding-top: 35px>
(A) 0.41
(B) 0.25
(C) 0.37
(D) 0.64
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Question
cable and frictionless pulley system at D is used to bring a 230-kg pole (ACB) to a vertical position as shown in the figure. The cable has tensile force T and is attached at C. The reaction force components, cable and frictionless pulley system at D is used to bring a 230-kg pole (ACB) to a vertical position as shown in the figure. The cable has tensile force T and is attached at C. The reaction force components,   and   , at A (in newtons) are:   (A) 3102, 21270 (B) 21270, 3102 (C) 21342, 4214 (D) 23102, 4204<div style=padding-top: 35px> and cable and frictionless pulley system at D is used to bring a 230-kg pole (ACB) to a vertical position as shown in the figure. The cable has tensile force T and is attached at C. The reaction force components,   and   , at A (in newtons) are:   (A) 3102, 21270 (B) 21270, 3102 (C) 21342, 4214 (D) 23102, 4204<div style=padding-top: 35px> , at A (in newtons) are: cable and frictionless pulley system at D is used to bring a 230-kg pole (ACB) to a vertical position as shown in the figure. The cable has tensile force T and is attached at C. The reaction force components,   and   , at A (in newtons) are:   (A) 3102, 21270 (B) 21270, 3102 (C) 21342, 4214 (D) 23102, 4204<div style=padding-top: 35px>
(A) 3102, 21270
(B) 21270, 3102
(C) 21342, 4214
(D) 23102, 4204
Question
      Trusses and frames (A) 0.19 (B) 0.33 (C) 0.68 (D) 0.24<div style=padding-top: 35px>       Trusses and frames (A) 0.19 (B) 0.33 (C) 0.68 (D) 0.24<div style=padding-top: 35px>       Trusses and frames (A) 0.19 (B) 0.33 (C) 0.68 (D) 0.24<div style=padding-top: 35px> Trusses and frames
(A) 0.19
(B) 0.33
(C) 0.68
(D) 0.24
Question
reaction force at C (lb) for the beam below is: reaction force at C (lb) for the beam below is:   (A) 675 lb (B) 985 lb (C) 775 lb (D) 525 lb<div style=padding-top: 35px>
(A) 675 lb
(B) 985 lb
(C) 775 lb
(D) 525 lb
Question
cylinders are in contact along an inclined plane. The upper cylinder (weight is 2.5W) rests against cylinders are in contact along an inclined plane. The upper cylinder (weight is 2.5W) rests against     (A) 1.75W (B) 3.5W (C) 1.57W (D) 2.01W<div style=padding-top: 35px> cylinders are in contact along an inclined plane. The upper cylinder (weight is 2.5W) rests against     (A) 1.75W (B) 3.5W (C) 1.57W (D) 2.01W<div style=padding-top: 35px>
(A) 1.75W
(B) 3.5W
(C) 1.57W
(D) 2.01W
Question
      (A) 75, 130 (B) 130, 75 (C) 125, 150 (D) 75, 120<div style=padding-top: 35px>       (A) 75, 130 (B) 130, 75 (C) 125, 150 (D) 75, 120<div style=padding-top: 35px>       (A) 75, 130 (B) 130, 75 (C) 125, 150 (D) 75, 120<div style=padding-top: 35px>
(A) 75, 130
(B) 130, 75
(C) 125, 150
(D) 75, 120
Question
coefficient of friction between a block and the plane is 0.25 (see figure). The minimum horizontal force F (in newtons) required to cause the block to slide up the plane is: coefficient of friction between a block and the plane is 0.25 (see figure). The minimum horizontal force F (in newtons) required to cause the block to slide up the plane is:   (A) 827 (B) 714 (C) 609 (D) 522<div style=padding-top: 35px>
(A) 827
(B) 714
(C) 609
(D) 522
Question
y-direction force on frame ABCDEF below acts at the center of the bar segment to which it is applied. Support B is restrained against translation in the y-direction force on frame ABCDEF below acts at the center of the bar segment to which it is applied. Support B is restrained against translation in the   directions only, and support C is restrained in the   direc- Tion only. Support D is a pin support. Equilibrium of the frame requires that reaction force   is (in newtons):   (A) 80.8 N (B) 67.7 N (C) 14.8 N (D) 92.2 N<div style=padding-top: 35px> directions only, and support C is restrained in the y-direction force on frame ABCDEF below acts at the center of the bar segment to which it is applied. Support B is restrained against translation in the   directions only, and support C is restrained in the   direc- Tion only. Support D is a pin support. Equilibrium of the frame requires that reaction force   is (in newtons):   (A) 80.8 N (B) 67.7 N (C) 14.8 N (D) 92.2 N<div style=padding-top: 35px> direc-
Tion only. Support D is a pin support. Equilibrium of the frame requires that reaction force y-direction force on frame ABCDEF below acts at the center of the bar segment to which it is applied. Support B is restrained against translation in the   directions only, and support C is restrained in the   direc- Tion only. Support D is a pin support. Equilibrium of the frame requires that reaction force   is (in newtons):   (A) 80.8 N (B) 67.7 N (C) 14.8 N (D) 92.2 N<div style=padding-top: 35px> is (in newtons): y-direction force on frame ABCDEF below acts at the center of the bar segment to which it is applied. Support B is restrained against translation in the   directions only, and support C is restrained in the   direc- Tion only. Support D is a pin support. Equilibrium of the frame requires that reaction force   is (in newtons):   (A) 80.8 N (B) 67.7 N (C) 14.8 N (D) 92.2 N<div style=padding-top: 35px>
(A) 80.8 N
(B) 67.7 N
(C) 14.8 N
(D) 92.2 N
Question
Force F required to hold the 75-lb weight in equilibrium is: Force F required to hold the 75-lb weight in equilibrium is:   (A) 37.50 lb (B) 18.75 lb (C) 56.25 lb (D) 25.0 lb<div style=padding-top: 35px>
(A) 37.50 lb
(B) 18.75 lb
(C) 56.25 lb
(D) 25.0 lb
Question
contact force F between the two cylinders in Problem 3.3 may be expressed in terms of load variable W as:
(A) 1.82W
(B) 2.5W
(C) 2.1W
(D) 1.52W
Question
An adjustable bracket with a collar slides on a pole and is held in place by friction at A and B. The min- imum coefficient of static friction between the pole and collar so that the collar is self-locking against the pole
Under applied load F is: An adjustable bracket with a collar slides on a pole and is held in place by friction at A and B. The min- imum coefficient of static friction between the pole and collar so that the collar is self-locking against the pole Under applied load F is:   (A) 0.25 (B) 0.31 (C) 0.42 (D) 0.83<div style=padding-top: 35px>
(A) 0.25
(B) 0.31
(C) 0.42
(D) 0.83
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Deck 3: Equilibrium of Particles and Rigid Bodies: 2D, 3D
1
pin at A in Problem 3.7 is removed and the pole rests on a rough surface at A in the position shown in the figure below. The minimum coefficient of friction at A required for equilibrium is: pin at A in Problem 3.7 is removed and the pole rests on a rough surface at A in the position shown in the figure below. The minimum coefficient of friction at A required for equilibrium is:   (A) 0.41 (B) 0.25 (C) 0.37 (D) 0.64
(A) 0.41
(B) 0.25
(C) 0.37
(D) 0.64
A
2
cable and frictionless pulley system at D is used to bring a 230-kg pole (ACB) to a vertical position as shown in the figure. The cable has tensile force T and is attached at C. The reaction force components, cable and frictionless pulley system at D is used to bring a 230-kg pole (ACB) to a vertical position as shown in the figure. The cable has tensile force T and is attached at C. The reaction force components,   and   , at A (in newtons) are:   (A) 3102, 21270 (B) 21270, 3102 (C) 21342, 4214 (D) 23102, 4204 and cable and frictionless pulley system at D is used to bring a 230-kg pole (ACB) to a vertical position as shown in the figure. The cable has tensile force T and is attached at C. The reaction force components,   and   , at A (in newtons) are:   (A) 3102, 21270 (B) 21270, 3102 (C) 21342, 4214 (D) 23102, 4204 , at A (in newtons) are: cable and frictionless pulley system at D is used to bring a 230-kg pole (ACB) to a vertical position as shown in the figure. The cable has tensile force T and is attached at C. The reaction force components,   and   , at A (in newtons) are:   (A) 3102, 21270 (B) 21270, 3102 (C) 21342, 4214 (D) 23102, 4204
(A) 3102, 21270
(B) 21270, 3102
(C) 21342, 4214
(D) 23102, 4204
B
3
      Trusses and frames (A) 0.19 (B) 0.33 (C) 0.68 (D) 0.24       Trusses and frames (A) 0.19 (B) 0.33 (C) 0.68 (D) 0.24       Trusses and frames (A) 0.19 (B) 0.33 (C) 0.68 (D) 0.24 Trusses and frames
(A) 0.19
(B) 0.33
(C) 0.68
(D) 0.24
D
4
reaction force at C (lb) for the beam below is: reaction force at C (lb) for the beam below is:   (A) 675 lb (B) 985 lb (C) 775 lb (D) 525 lb
(A) 675 lb
(B) 985 lb
(C) 775 lb
(D) 525 lb
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5
cylinders are in contact along an inclined plane. The upper cylinder (weight is 2.5W) rests against cylinders are in contact along an inclined plane. The upper cylinder (weight is 2.5W) rests against     (A) 1.75W (B) 3.5W (C) 1.57W (D) 2.01W cylinders are in contact along an inclined plane. The upper cylinder (weight is 2.5W) rests against     (A) 1.75W (B) 3.5W (C) 1.57W (D) 2.01W
(A) 1.75W
(B) 3.5W
(C) 1.57W
(D) 2.01W
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6
      (A) 75, 130 (B) 130, 75 (C) 125, 150 (D) 75, 120       (A) 75, 130 (B) 130, 75 (C) 125, 150 (D) 75, 120       (A) 75, 130 (B) 130, 75 (C) 125, 150 (D) 75, 120
(A) 75, 130
(B) 130, 75
(C) 125, 150
(D) 75, 120
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7
coefficient of friction between a block and the plane is 0.25 (see figure). The minimum horizontal force F (in newtons) required to cause the block to slide up the plane is: coefficient of friction between a block and the plane is 0.25 (see figure). The minimum horizontal force F (in newtons) required to cause the block to slide up the plane is:   (A) 827 (B) 714 (C) 609 (D) 522
(A) 827
(B) 714
(C) 609
(D) 522
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8
y-direction force on frame ABCDEF below acts at the center of the bar segment to which it is applied. Support B is restrained against translation in the y-direction force on frame ABCDEF below acts at the center of the bar segment to which it is applied. Support B is restrained against translation in the   directions only, and support C is restrained in the   direc- Tion only. Support D is a pin support. Equilibrium of the frame requires that reaction force   is (in newtons):   (A) 80.8 N (B) 67.7 N (C) 14.8 N (D) 92.2 N directions only, and support C is restrained in the y-direction force on frame ABCDEF below acts at the center of the bar segment to which it is applied. Support B is restrained against translation in the   directions only, and support C is restrained in the   direc- Tion only. Support D is a pin support. Equilibrium of the frame requires that reaction force   is (in newtons):   (A) 80.8 N (B) 67.7 N (C) 14.8 N (D) 92.2 N direc-
Tion only. Support D is a pin support. Equilibrium of the frame requires that reaction force y-direction force on frame ABCDEF below acts at the center of the bar segment to which it is applied. Support B is restrained against translation in the   directions only, and support C is restrained in the   direc- Tion only. Support D is a pin support. Equilibrium of the frame requires that reaction force   is (in newtons):   (A) 80.8 N (B) 67.7 N (C) 14.8 N (D) 92.2 N is (in newtons): y-direction force on frame ABCDEF below acts at the center of the bar segment to which it is applied. Support B is restrained against translation in the   directions only, and support C is restrained in the   direc- Tion only. Support D is a pin support. Equilibrium of the frame requires that reaction force   is (in newtons):   (A) 80.8 N (B) 67.7 N (C) 14.8 N (D) 92.2 N
(A) 80.8 N
(B) 67.7 N
(C) 14.8 N
(D) 92.2 N
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9
Force F required to hold the 75-lb weight in equilibrium is: Force F required to hold the 75-lb weight in equilibrium is:   (A) 37.50 lb (B) 18.75 lb (C) 56.25 lb (D) 25.0 lb
(A) 37.50 lb
(B) 18.75 lb
(C) 56.25 lb
(D) 25.0 lb
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10
contact force F between the two cylinders in Problem 3.3 may be expressed in terms of load variable W as:
(A) 1.82W
(B) 2.5W
(C) 2.1W
(D) 1.52W
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11
An adjustable bracket with a collar slides on a pole and is held in place by friction at A and B. The min- imum coefficient of static friction between the pole and collar so that the collar is self-locking against the pole
Under applied load F is: An adjustable bracket with a collar slides on a pole and is held in place by friction at A and B. The min- imum coefficient of static friction between the pole and collar so that the collar is self-locking against the pole Under applied load F is:   (A) 0.25 (B) 0.31 (C) 0.42 (D) 0.83
(A) 0.25
(B) 0.31
(C) 0.42
(D) 0.83
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