PHY 254H
Suppose two masses labelled m1 and m2, are speeding toward each other at time t=0s. The first mass 1 has a mass and speed has values of m1=3 kg and v1,i= 2 m/s (to the right). Mass 2 has a mass and speed of m2 = 5kg with an initial speed of v2,I = 5 m/s (to the left). Then at some time t there is an elastic collision between the two masses. What is the final speed and direction of m1 and m2after the collision.
Here we use conservation of momentum principle where the sum of initial momentum of to masses will be equal to some of their momentum after collision.
PHY 254H Suppose two masses labelled m1 and m2, are speeding toward each other at time...
Two objects with masses represented by m1 and m2 are moving such that their combined total momentum has a magnitude of 18.5 kg · m/s and points in a direction 71.5°above the positive x-axis. Object m1 is moving in the x direction with a speed of v1 = 2.75 m/s and m2 is moving in the y direction with a speed of v2 = 3.22 m/s. Determine the mass of each object in kilograms. m1= kg m2= kg
Two masses collide elastically (hit & bounce) where m1 = 0.5 kg, m2 = 1.5 kg, v1 = 1 m/s, v2 = 0 m/s Calculate the speeds of the balls after the collisions by using the formulas for elastic collisions: v1' = [v1 * (m1-m2) / (m1+m2)] + [v2 * (2m2) / (m1+m2)] v2' = [v1 * (2m1) / (m1+m2)] - [v2 * (m1-m2) / (m1+m2)]
Consider two masses sliding across a frictionless surface about to undergo a head-on collision as shown in the figure. The first mass (m1 = 3 kg) is travelling to the right with a speed of V1 = 8 m/s. The speed of the second mass (m2 = 5 kg) is unknown. After the masses collide, m1 rebounds moving off at a speed of v = 2 m/s in the opposite direction, while m2 is motionless. a)(10 pts.) At what velocity,...
The figure below show three masses m1=1.1 kg, m2=2.8 kg, and
m3=4.3 kg which undergo two successive collisions. The first
collision between m1, which has an initial velocity v=8.2 m/s, and
m2 (which is initially at rest) is completely inelastic. The second
collision between the combined mass m1+m2 and m3 (which is
initially at rest) is elastic. What is the velocity of m3 after the
second collision?
The figure below show three masses m1=1.1 kg, m2=2.8 kg, and m3=4.3 kg...
Consider two masses sliding across a frictionless surface about to undergo a head-on collision as shown in the figure. The first mass (m1 =3 kg) is travelling to the right with a speed of v1 = 8 m/s. The speed of the second mass (m2 = 5 kg) is unknown. After the masses collide, ma rebounds moving off at a speed of v = 2 m/s in the opposite direction, while mz is motionless. a)(10 pts.) At what velocity, v2...
The figure below show three masses m1=1.7 kg, m2=2.9 kg, and
m3=4.5 kg which undergo two successive collisions. The first
collision between m1, which has an initial velocity v=7.9 m/s, and
m2 (which is initially at rest) is completely inelastic. The second
collision between the combined mass m1+m2 and m3 (which is
initially at rest) is elastic. What is the velocity of m3 after the
second collision? (use figure in picture, but answer question
above)
The figure below show three...
The
figure below show three masses m1=1.6 kg, m2=3.0 kg, and m3=4.6 kg
which undergo two successive collisions. The first collision
between m1, which has an initial velocity v=6.9 m/s, and m2 (which
is initially at rest) is completely inelastic. The second collision
between the combined mass m1+m2 and m3 (which is initially at rest)
is elastic. What is the velocity of m3 after the second
collision?
V 1 2 co
The figure below show three masses m1=1.5 kg,
m2=2.7 kg, and m3=4.6 kg which undergo two
successive collisions. The first collision between m1,
which has an initial velocity v=8.6 m/s, and m2 (which
is initially at rest) is completely inelastic. The second collision
between the combined mass m1+m2 and
m3 (which is initially at rest) is elastic. What is the
velocity of m3 after the second collision?
V 1 2 co
The figure below show three masses m1=1.6 kg,
m2=3.0 kg, and m3=4.6 kg which undergo two
successive collisions. The first collision between m1,
which has an initial velocity v=6.9 m/s, and m2 (which
is initially at rest) is completely inelastic. The second collision
between the combined mass m1+m2 and
m3 (which is initially at rest) is elastic. What is the
velocity of m3 after the second collision?
V 1 2 3
Imagine two carts with different masses colliding (m1 = 1.0 kg, m2 = 2.0 kg). If cart one is initially moving at 10 m/s and the other cart is stationary, calculate the final speed of each mass after they have a 100% elastic collision. Please show all work!