their stick in each other? O, o stop it your hood is hurting my trunk. sexual innuendo
The combined VELOCITY of two cars that crash will be somewhere between that of the individual cars. In this case, the combined speed will be less than the speed of the car that was moving before the crash.If you know the velocities and the masses, the exact speeds can be calculated using conservation of momentum.
This can only happen to shift stick cars, and how this happens is that the gears grind together!
A collision.
There was a big collision at the gas station, it made the cars fall apart!
2 cars had big collision ;-)
When cars crash into each other, resulting in a collision, it is called a car accident.
The speed of each car after the collision depends on how the collision occurs. If it is an elastic collision, both cars will move with different speeds, determined by the conservation of momentum and kinetic energy principles. If it is an inelastic collision, the cars will move together at a speed determined by the conservation of momentum principle. More information is needed to calculate the final speeds accurately.
By conservation of momentum in an isolated system, the total momentum before the collision is equal to the total momentum after the collision. You can calculate this using the formula for conservation of momentum, which states that the initial momentum of car 2 is equal to the combined momentum of both cars after the collision. With this information, you can determine the common final speed of the two cars after the collision.
There's more force exerted in the high speed collision.
You can change "collision" to a verb by using the word "collide." For example, instead of saying "there was a collision," you can say "the two cars collided."
The forthcoming insurance companies offer collision insurances: Insurance4CarHire, Auto Rental Collision Damage Waiver, Rental Cars and the Collision Damage Waiver, etc.
After the collision, the two freight cars will move together at a speed equal to the combined momentum of the two cars before the collision. This can be calculated using the conservation of momentum principle. The speed of the two cars together after the collision would be (2 m/s + 1 m/s)/2 = 1.5 m/s.