Collision Forces and Momentum Conservation
Physics quiz covering forces exerted during collisions, momentum conservation, impulse, elastic and inelastic collisions, and related numerical problems
Questions
During any collision
- Momentum is conserved
- Linetic energy is conserved
- Both conserved
- All
Collision is a _______event. Fill in the blank.
- Short time
- Long time
- Gradual
- All of the above
For two body system, the forces they apply on each other during collision with each other are
- external forces on the system
- internal forces within the system but external forces on each body
- external forces on the system but internal forces on each body
- None
When two bodies collide, they _________ each other.
- Push
- Pull
- Moves towards
- All
In the game of cricket, the stumps falls when the ball strikes them. This is an example of
- Contact force
- Non contact force
- Displacement force
- None
Two bodies of equal masses moving with equal velocities in opposite direction collide the resultant velocity of combination is
- v
- 2v
- -v
- zero
All collision conserves
- Kinetic energy
- Potential energy
- Momentum
- All of the above
Head on collision are .............. collisions
- 1D
- 2D
- 3D
- None
A billiard ball moving with a speed of $5 {m}/{s}$ collides with an identical ball originally at rest. If the first ball stops after collision then the second ball will move forward with a speed
- $10 {m}/{s}$
- $5 {m}/{s}$
- $2.5 {m}/{s}$
- $1 {m}/{s}$
Impulse of force is
- Product of average force and time
- Division of average force and time
- Integration of average force and time
- All of the above
In elastic collision, $A$ is conserved while in inelastic collision $B$ is conserved.
I.Momentum
II.Kinetic Energy
III.Potential Energy
- $A$ = I, II
$B$ = I, III - $A$ = I, III
$B$ = I - $A$ = III
$B$ = II, III - $A$ = II
$B$ = I, III
In an elastic collision of two particles the following is conserved.
- Momentum of each particle
- Speed of each particle
- Kinetic energy of each particle
- Total kinetic energy of both the particles
Co-efficient of restitution is zero in
- Perfectly Inelastic collision
- Perfectly elastic collision
- Both A and B
- None
Line which is common normal for surfaces in contact during impact is known as
- Line of impact
- Line of collision
- Line of energy
- None
How much force is exerted on a gunner by the machine gun, when the gunner fires machine gun, and $500$ bullets per minute are fired . The mass of bullet is $10g$ and it moves at $400\ m/s$ so as to avoid recoil.
- $\dfrac{100}{3}N$
- $200N$
- $2000N$
- $1000N$
A ball of mass $0.2kg$ is thrown against the wall$,$ the ball strikes the wall normally with velocity of $30m/s$ sand rebounds with velocity of $20m/s.$ Calculate the impulse of the force exerted by the ball on the wall
- $2N$
- $-10N$
- $20N$
- $40N$
If a cricket ball hits you, it will hurt much more than a tennis ball would when moving with the same velocity because:
- a cricket ball is bigger
- a cricket ball has more mass
- a cricket ball has less density
- none of the above
Two solid rubber balls $A$ and $B$ having masses $200$ grams and $400$ grams are moving in opposite directions with velocity of $A$ equal to $0.3 {m}/{s}$. After collision the two balls come to rest, then the velocity of $B$ is
- $0.15 {m}/{s}$
- $1.5 {m}/{s}$
- $- 0.15 {m}/{s}$
- None
A shell of mass $m$ moving with velocity $V$ suddenly breaks into $2$ pieces. The part having mass ${m}/{4}$ remains stationary. The velocity of the other shell will be:
- $V$
- $2V$
- ${3}/{4} V$
- ${4}/{3} V$
Two bodies having same mass $40 kg$ are moving in opposite directions, one with a velocity of $10 {m}/{s}$ and the other with $7 {m}/{s}$. If they collide and move as one body, the velocity of the combination is
- $10 {m}/{s}$
- $7 {m}/{s}$
- $3 {m}/{s}$
- $1.5 {m}/{s}$
Two equal masses ${m} _{1}$ and ${m} _{2}$ moving along the same straight line with velocities $+3 {m}/{s}$ and $-5 {m}/{s}$ respectively collide elastically. Their velocities after the collision will be respectively :
- $+4 {m}/{s}$ for both
- $-3 {m}/{s}$ and $+5 {m}/{s}$
- $-4 {m}/{s}$ and $+4 {m}/{s}$
- $-5 {m}/{s}$ and $+3 {m}/{s}$
A machine gun of mass 5 kg fires 30 bullets, each of mass 50 g, per minute at a speed of $400,m,{s^{ - 1}}$. What force must be exerted to keep the machine gun in position?
- $30N$
- $10N$
- $27N$
- $33N$