In applying the conservation of momentum to the collision between a ball and a pendulum, why is it valid to ignore the external gravitational force on both objects?
We ignore the effect of gravitational force on the objects because the duration of collision is very short and due to the short time interval the gravitational force won't make any appreciable change in the momentum of the system.
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In applying the conservation of momentum to the collision between a ball and a pendulum, why...
In the ballistic pendulum experiment (A.K.A conservation of momentum & energy), the velocity of the projectile was measured and recorded (vo = 5 m/s). The mass of the projectile was 12 g and the ballistic pendulum mass was 148 g. After the projectile is fired, it hits the ballistic pendulum, and both moved with velocity. Calculate the velocity LaTeX: vv of the projectile and the pendulum after the collision.
Introduction: In this lab you will investigate the conservation of linear momentum: momentum before an event equals momentum after an event if there is an absence of a non-conservative forces such as friction. The event is this case is a collision between two air track gliders. Two types of collisions will be studied. One is an elastic collision which will not be studied in this lab. after the collision. The second is an inelastic collision where after two objects collide,...
VI. Conservation of Momentum in Two Dimensions Classwork 63. A bowling ball with a momentum of 18 kg-m/s strikes a stationary bowling pin. After the collision, the ball has a momentum of 13 kg-m/s directed 55° to the left of its initial direction as shown below. What is the momentum (magnitude and direction) of the pin's resultant motion? before 18 kg-m/s 13 kg-m/s 55° after
Is kinetic energy conserved in the collision between a ball and a ballistic pendulum? What is a way we know it is not?
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please provide steps. Conservation of Linear Momentum and Centripetal Force See Figure 7. A block of mass 1 kg starts from rest and slides down a curved track. The block a vertical height of 5 m before striking a 3-kg pendulum bob, drops at the end of the track which is initially at rest. An elastic collision takes place. The pendulum has a length of 1m, and the mass of the pendulum is only at the bob. Find the tension...
Problem (1) (40 points) A pendulum consisting of a ball of mass m and a massless string of length L 5.00 m is released from an angle of a 69 88 shown in the figure and strikes a block of mass M 2m. The block slides a distance D before stopping under the action of a constant friction force with the frio- tion constant μ": 0.50. The ball rebounds to an angle of Hints: Take g= 10 m/?. sin 16"...
TRIAL 1 600 2.610 9.91 o.2 0.39 2.62 43 Average Result: The average speed of the given ball is velas hralels 1) Pull the penduum to the side, insert the ball into the gun, and compress and latch the gun spring Release the pendulum so that it hangs vertically 2) Fire the gun. The pendulum will latch near the highest point of its swing. Measure ne height ha·the vertical distance from the pendulum platform to the center of the ball...
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