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A bullet is fired at 100 m/s horizontally into a 2-kg block suspended by a light string of length 1.2 m. If the block and bullet system swing up by 20 degrees to the vertical, the mass of the bullet is given by:


A) 79 g
B) 24 g
C) 28 g
D) 15 g
E) 123 g

F) C) and D)
G) B) and D)

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A Saturn V rocket with an initial mass m0 of 3 ×\times 106 kg has a payload that accounts for 27% of this mass, a burn rate of 15 ×\times 103 kg/s, and a thrust Fth of 35 ×\times 106 N. The burn time tb is


A) 135 s
B) 185 s
C) 209 s
D) 233 s
E) 146 s

F) None of the above
G) A) and E)

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A 40-kg girl, standing at rest on the ice, gives a 60-kg boy, who is also standing at rest on the ice, a shove. After the shove, the boy is moving backward at 2.0 m/s. Ignore friction. The girl's speed is


A) zero
B) 1.3 m/s
C) 2.0 m/s
D) 3.0 m/s
E) 6.0 m/s

F) B) and D)
G) D) and E)

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A particle of unknown mass has a momentum of 73 kg · m/s. At a time 7.3 s later, the momentum of the particle is 38 kg · m/s. What is the magnitude of the force acting on the particle during the interval, assuming the motion is in a straight line?


A) It cannot be determined because the mass of the particle is not given.
B) 4.8 N
C) 10 N
D) 5.3 N
E) 9.4 N

F) A) and E)
G) A) and C)

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A boy and girl on ice skates face each other. The girl has a mass of 20 kg and the boy has a mass of 30 kg. The boy pushes the girl backward at a speed of 3.0 m/s. As a result of the push, the speed of the boy is


A) zero
B) 2.0 m/s
C) 3.0 m/s
D) 4.5 m/s
E) 9.0 m/s

F) A) and C)
G) C) and E)

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Two balls are dropped from a height of 6 m. Ball A bounces up to a height of 4 m whereas ball B bounces up to 2 m. Which ball experiences the larger impulse during its collision with the floor?


A) ball A
B) ball B
C) They both experience the same impulse.
D) It is impossible to tell without knowing the masses of the balls.
E) It is impossible to tell without knowing the durations of the collisions.

F) A) and B)
G) D) and E)

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In a coordinate system whose center of mass moves with a velocity In a coordinate system whose center of mass moves with a velocity   <sub>c</sub> , the total momentum in the center-of-mass coordinate system after collision of the two masses m<sub>1</sub> and m<sub>2</sub> is A)  (m<sub>1</sub> + m<sub>2</sub>)    <sub>c </sub> B)  [m<sub>1</sub>m<sub>2 </sub>/(m<sub>1</sub> + m<sub>2</sub>) ]   <sub>c </sub> C)  [m<sub>1</sub>/(m<sub>1</sub> + m<sub>2</sub>) ]   <sub>c </sub> D)  [m<sub>2</sub>/(m<sub>1</sub> + m<sub>2</sub>) ]   <sub>c </sub> E)  zero c , the total momentum in the center-of-mass coordinate system after collision of the two masses m1 and m2 is


A) (m1 + m2) In a coordinate system whose center of mass moves with a velocity   <sub>c</sub> , the total momentum in the center-of-mass coordinate system after collision of the two masses m<sub>1</sub> and m<sub>2</sub> is A)  (m<sub>1</sub> + m<sub>2</sub>)    <sub>c </sub> B)  [m<sub>1</sub>m<sub>2 </sub>/(m<sub>1</sub> + m<sub>2</sub>) ]   <sub>c </sub> C)  [m<sub>1</sub>/(m<sub>1</sub> + m<sub>2</sub>) ]   <sub>c </sub> D)  [m<sub>2</sub>/(m<sub>1</sub> + m<sub>2</sub>) ]   <sub>c </sub> E)  zero c
B) [m1m2 /(m1 + m2) ] In a coordinate system whose center of mass moves with a velocity   <sub>c</sub> , the total momentum in the center-of-mass coordinate system after collision of the two masses m<sub>1</sub> and m<sub>2</sub> is A)  (m<sub>1</sub> + m<sub>2</sub>)    <sub>c </sub> B)  [m<sub>1</sub>m<sub>2 </sub>/(m<sub>1</sub> + m<sub>2</sub>) ]   <sub>c </sub> C)  [m<sub>1</sub>/(m<sub>1</sub> + m<sub>2</sub>) ]   <sub>c </sub> D)  [m<sub>2</sub>/(m<sub>1</sub> + m<sub>2</sub>) ]   <sub>c </sub> E)  zero c
C) [m1/(m1 + m2) ] In a coordinate system whose center of mass moves with a velocity   <sub>c</sub> , the total momentum in the center-of-mass coordinate system after collision of the two masses m<sub>1</sub> and m<sub>2</sub> is A)  (m<sub>1</sub> + m<sub>2</sub>)    <sub>c </sub> B)  [m<sub>1</sub>m<sub>2 </sub>/(m<sub>1</sub> + m<sub>2</sub>) ]   <sub>c </sub> C)  [m<sub>1</sub>/(m<sub>1</sub> + m<sub>2</sub>) ]   <sub>c </sub> D)  [m<sub>2</sub>/(m<sub>1</sub> + m<sub>2</sub>) ]   <sub>c </sub> E)  zero c
D) [m2/(m1 + m2) ] In a coordinate system whose center of mass moves with a velocity   <sub>c</sub> , the total momentum in the center-of-mass coordinate system after collision of the two masses m<sub>1</sub> and m<sub>2</sub> is A)  (m<sub>1</sub> + m<sub>2</sub>)    <sub>c </sub> B)  [m<sub>1</sub>m<sub>2 </sub>/(m<sub>1</sub> + m<sub>2</sub>) ]   <sub>c </sub> C)  [m<sub>1</sub>/(m<sub>1</sub> + m<sub>2</sub>) ]   <sub>c </sub> D)  [m<sub>2</sub>/(m<sub>1</sub> + m<sub>2</sub>) ]   <sub>c </sub> E)  zero c
E) zero

F) A) and B)
G) A) and C)

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The SI units of momentum are


A) kg · m · s
B) m2/s
C) kg · s/m
D) kg/J
E) kg · m/s

F) A) and E)
G) A) and C)

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A man in a spacecraft that is moving with a velocity V0 in free space runs forward and then stops. The center of mass of the system (that is, the ship and the man)


A) slows while the man is running, then speeds up when he stops.
B) slows while the man is running, then resumes its original velocity when he stops.
C) moves faster while the man is running, then slows when he stops.
D) moves faster while the man is running, then resumes its original velocity when he stops.
E) continues all the while at its original velocity.

F) A) and D)
G) A) and E)

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  The figure shows a ballistic pendulum in three states. The system (considered to be the ball and the pendulum)  will move in such a way that A)  the kinetic energy is conserved during the collision. B)  the linear momentum is conserved after the collision. C)  the linear momentum is not conserved during the collision. D)  the total mechanical energy is conserved during the collision. E)  the total mechanical energy is conserved after the collision. The figure shows a ballistic pendulum in three states. The system (considered to be the ball and the pendulum) will move in such a way that


A) the kinetic energy is conserved during the collision.
B) the linear momentum is conserved after the collision.
C) the linear momentum is not conserved during the collision.
D) the total mechanical energy is conserved during the collision.
E) the total mechanical energy is conserved after the collision.

F) A) and C)
G) D) and E)

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  A ball of mass m and velocity   <sub>1</sub> collides with and sticks to a ball of mass M and velocity   <sub>2</sub>. If the pair moves on with velocity   , the impulse given the ball of mass m during the collision must have been A)  m(   -   <sub>1</sub>)  B)  m(   +   <sub>1</sub>)  C)  (m + M)    D)  (m + M) (   -   <sub>2</sub>)  E)  zero A ball of mass m and velocity   A ball of mass m and velocity   <sub>1</sub> collides with and sticks to a ball of mass M and velocity   <sub>2</sub>. If the pair moves on with velocity   , the impulse given the ball of mass m during the collision must have been A)  m(   -   <sub>1</sub>)  B)  m(   +   <sub>1</sub>)  C)  (m + M)    D)  (m + M) (   -   <sub>2</sub>)  E)  zero 1 collides with and sticks to a ball of mass M and velocity   A ball of mass m and velocity   <sub>1</sub> collides with and sticks to a ball of mass M and velocity   <sub>2</sub>. If the pair moves on with velocity   , the impulse given the ball of mass m during the collision must have been A)  m(   -   <sub>1</sub>)  B)  m(   +   <sub>1</sub>)  C)  (m + M)    D)  (m + M) (   -   <sub>2</sub>)  E)  zero 2. If the pair moves on with velocity   A ball of mass m and velocity   <sub>1</sub> collides with and sticks to a ball of mass M and velocity   <sub>2</sub>. If the pair moves on with velocity   , the impulse given the ball of mass m during the collision must have been A)  m(   -   <sub>1</sub>)  B)  m(   +   <sub>1</sub>)  C)  (m + M)    D)  (m + M) (   -   <sub>2</sub>)  E)  zero , the impulse given the ball of mass m during the collision must have been


A) m(   A ball of mass m and velocity   <sub>1</sub> collides with and sticks to a ball of mass M and velocity   <sub>2</sub>. If the pair moves on with velocity   , the impulse given the ball of mass m during the collision must have been A)  m(   -   <sub>1</sub>)  B)  m(   +   <sub>1</sub>)  C)  (m + M)    D)  (m + M) (   -   <sub>2</sub>)  E)  zero -   A ball of mass m and velocity   <sub>1</sub> collides with and sticks to a ball of mass M and velocity   <sub>2</sub>. If the pair moves on with velocity   , the impulse given the ball of mass m during the collision must have been A)  m(   -   <sub>1</sub>)  B)  m(   +   <sub>1</sub>)  C)  (m + M)    D)  (m + M) (   -   <sub>2</sub>)  E)  zero 1)
B) m(   A ball of mass m and velocity   <sub>1</sub> collides with and sticks to a ball of mass M and velocity   <sub>2</sub>. If the pair moves on with velocity   , the impulse given the ball of mass m during the collision must have been A)  m(   -   <sub>1</sub>)  B)  m(   +   <sub>1</sub>)  C)  (m + M)    D)  (m + M) (   -   <sub>2</sub>)  E)  zero +   A ball of mass m and velocity   <sub>1</sub> collides with and sticks to a ball of mass M and velocity   <sub>2</sub>. If the pair moves on with velocity   , the impulse given the ball of mass m during the collision must have been A)  m(   -   <sub>1</sub>)  B)  m(   +   <sub>1</sub>)  C)  (m + M)    D)  (m + M) (   -   <sub>2</sub>)  E)  zero 1)
C) (m + M)   A ball of mass m and velocity   <sub>1</sub> collides with and sticks to a ball of mass M and velocity   <sub>2</sub>. If the pair moves on with velocity   , the impulse given the ball of mass m during the collision must have been A)  m(   -   <sub>1</sub>)  B)  m(   +   <sub>1</sub>)  C)  (m + M)    D)  (m + M) (   -   <sub>2</sub>)  E)  zero
D) (m + M) (   A ball of mass m and velocity   <sub>1</sub> collides with and sticks to a ball of mass M and velocity   <sub>2</sub>. If the pair moves on with velocity   , the impulse given the ball of mass m during the collision must have been A)  m(   -   <sub>1</sub>)  B)  m(   +   <sub>1</sub>)  C)  (m + M)    D)  (m + M) (   -   <sub>2</sub>)  E)  zero -   A ball of mass m and velocity   <sub>1</sub> collides with and sticks to a ball of mass M and velocity   <sub>2</sub>. If the pair moves on with velocity   , the impulse given the ball of mass m during the collision must have been A)  m(   -   <sub>1</sub>)  B)  m(   +   <sub>1</sub>)  C)  (m + M)    D)  (m + M) (   -   <sub>2</sub>)  E)  zero 2)
E) zero

F) A) and D)
G) A) and C)

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  Two identical bodies of mass M move with equal speeds v. The direction of their velocities is illustrated above. The magnitude of the linear momentum of the system is A)  2Mv B)  Mv C)  4Mv D)    Mv E)    Mv Two identical bodies of mass M move with equal speeds v. The direction of their velocities is illustrated above. The magnitude of the linear momentum of the system is


A) 2Mv
B) Mv
C) 4Mv
D)   Two identical bodies of mass M move with equal speeds v. The direction of their velocities is illustrated above. The magnitude of the linear momentum of the system is A)  2Mv B)  Mv C)  4Mv D)    Mv E)    Mv Mv
E)   Two identical bodies of mass M move with equal speeds v. The direction of their velocities is illustrated above. The magnitude of the linear momentum of the system is A)  2Mv B)  Mv C)  4Mv D)    Mv E)    Mv Mv

F) A) and B)
G) C) and D)

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Calculate the impulse by the force, as shown in the figure below. Calculate the impulse by the force, as shown in the figure below.   A)  1.0 mN.s B)  2.0 mN.s C)  4.0 mN.s D)  10.0 mN.s E)  40.0 mN.s


A) 1.0 mN.s
B) 2.0 mN.s
C) 4.0 mN.s
D) 10.0 mN.s
E) 40.0 mN.s

F) B) and E)
G) B) and D)

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Use the scenario below for the next question. You were traveling north at speed vc in your car of mass mc = 2000 kg through an intersection when you were struck by a light truck of mass mt = 4000 kg traveling West. After the collision the two vehicles are stuck together and travel a distance of 20 m in the direction 30 \circ N of W. -If your speed is 72 km/h, what is the work done by friction in bringing the two vehicles to rest after the collision?


A) - 4.0 ×\times 105 J
B) - 5.3 ×\times 105 J
C) - 8.0 ×\times 105 J
D) -1.3 ×\times 106 J
E) - 1.6 ×\times 106 J

F) B) and D)
G) B) and E)

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A block that has a mass M = 4.25 kg is hanging at rest on a light string. A projectile with a mass m = 250 g moving horizontally strikes M and sticks to it. The block and its projectile swing up and the center of mass rises a distance h = 12.0 cm. The speed of the projectile is approximately


A) 28 m/s
B) 42 m/s
C) 0.28 km/s
D) 26 m/s
E) 14 m/s

F) A) and B)
G) A) and C)

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Use the scenario below for the next question. You were traveling north at speed vc in your car of mass mc = 2000 kg through an intersection when you were struck by a light truck of mass mt = 4000 kg traveling West. After the collision the two vehicles are stuck together and travel a distance of 20 m in the direction 30 \circ N of W. -What is the truck speed in terms of vc?


A) 0.5vc
B) 0.75vc
C) 0.87vc
D) vc
E) 1.15vc

F) All of the above
G) A) and D)

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The force exerted on a 10-kg mass is given by F = 10 + 2t Where the units are SI. If the mass starts from rest, its velocity after 2 s is


A) 14 m/s
B) 2.0 m/s
C) 2.4 m/s
D) 0.20 m/s
E) 0.24 km/s

F) A) and E)
G) All of the above

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For a system consisting of two particles that undergo an elastic collision,


A) momentum is conserved but the total energy is not conserved.
B) neither the kinetic energy nor the momentum is conserved.
C) neither the total energy nor the momentum is necessarily conserved.
D) the mechanical energy is conserved but momentum is not conserved.
E) both kinetic energy and momentum are conserved.

F) B) and E)
G) None of the above

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A bullet with a mass of 20 g and a speed of 960 m/s strikes a block of wood of mass 4.5 kg resting on a horizontal surface. The bullet gets embedded in the block. The speed of the block immediately after the collision


A) cannot be found because we don't know whether the surface is frictionless.
B) is 0.21 km/s.
C) is 65 m/s.
D) is 9.3 m/s.
E) None of these is correct.

F) B) and E)
G) A) and B)

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In an elastic collision of two objects,


A) momentum is not conserved.
B) momentum is conserved, and the kinetic energy after the collision is less than its value before the collision.
C) momentum is conserved, and the kinetic energy after the collision is the same as the kinetic energy before the collision.
D) momentum is not conserved, and the kinetic energy of the system after the collision differs from the kinetic energy of the system before the collision.
E) the kinetic energy of the system after the collision depends on the masses of the objects.

F) A) and B)
G) B) and D)

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