A mass is moving at 8 m/s in the +x direction and it collides in a perfectly elastic collision with a mass of 3 kg moving in the -x direction. The collision takes places in 0.21 seconds and after the collision the mass that was moving in the +x direction is moving in the -x direction at 9 m/s and the mass that was moving in the -x direction is moving in the +x direction at 11 m/s. What is the magnitude of the average force, in Newtons, on the first mass which was originally moving in the +x direction before the collision?
A mass is moving at 8 m/s in the +x direction and it collides in a perfectly elastic collision with a mass of 3 kg moving in the -x direction
A mass of 5 kg is moving at 16 m/s in the +x direction and collides in a perfect elastic collision with a 2 kg mass moving in the +x direction at 10 m/s. If the masses are in contact for 0.15 seconds, what is the average force on the 5 kg mass in Newtons? Include a negative sign if in the negative x direction.
2) A mass of 4 kg is moving at 9 m/s in the +x direction which collides inelastically with a mass (mass 2) of 7 kg. After the collision, the masses are moving at 3 m/s in the +x direction. What is the average force on mass 2 in Newtons if the collision takes 0.1 seconds? If in the negative x direction, include a negative sign.
2) A mass of 4 kg is moving at 9 m/s in the +x direction which collides inelastically with a mass (mass 2) of 7 kg. After the collision, the masses are moving at 3 m/s in the +x direction. What is the average force on mass 2 in Newtons if the collision takes 0.1 seconds? If in the negative x direction, include a negative sign.
Mass 1 is initially moving 7.5m/s in the +x direction and collides in a perfectly elastic ally with Mass 2 moving in the -x direction at 8.4 m/s. After the collision, Mass 1 is now moving in the -x direction at 6.7m/s. What is the velocity of Mass 2 after the collision in m/s? Indicate -x direction by including a negative sign.
A mass of 5 kg is moving at 8.2 m/s in the positive x direction and collides in a perfectly elastic collision with a second mass which is not at rest. After the collision, the second mass is moving at 12.3 m/s in the +x direction. If the 5 kg mass stops after the collision, what is the amount of the second mass in kg?
A mass of 6 kg is moving at 9.1 m/s in the positive x direction and collides in a perfectly elastic collision with a second mass which is not at rest. After the collision, the second mass is moving at 12.2 m/s in the +x direction. If the 6 kg mass stops after the collision, what is the amount of the second mass in kg?
10 pts Question 6 6) A mass of 8 kg is moving at 20 m/s in the +x direction and collides in a perfect elastic collision with a 3 kg mass moving in the +x direction at 6 m/s. If the masses are in contact for 0.15 seconds, what is the average force on the 8 kg mass in Newtons? Include a negative sign if in the negative x direction.
Question 6 7 pts A mass of 5 kg is moving across a frictionless surface at 13 m/s in the +x direction. It collides (perfectly) ELASTICALLY with a second mass of 9 kg moving in the -x or +x direction. After the collision, the 9 kg mass is moving at 3 m/s in the +x direction. If the collision took 0.03 seconds, what is the average force acting on the 5 kg mass in Newtons? It's a force, so if...
Mass 1 of 8 kg is initially moving at 10 m/s in the +x direction and it collides perfectly elastically with mass 2 of 3 kg initially at rest. What is the final velocity of mass 2 after the collision in m/s? (Note: the masses are not needed to answer this question.) _______
6. Suppose that a 3.64 nm photon moving in the +x direction collides head-on with a 2 x 105 m/s electron moving in the -x direction. If the collision is perfectly elastic, find the conditions after collision. 6. Suppose that a 3.64 nm photon moving in the +x direction collides head-on with a 2 x 105 m/s electron moving in the -x direction. If the collision is perfectly elastic, find the conditions after collision.