A 2,000 kg railroad car is coasting on a track at a constant velocity of 20 m/s. As the car coasts under a loading ramp, a 500 kg bale of hay is dropped into it. What will be the velocity of the bale of hay inside the car?

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Answer:

the car with the hay should slow to 16m/s if the bale of hay is dropped into it.

The velocity of the bale of hay inside the car is 16m/s.

What is linear momentum?

The linear momentum of a body can be defined as the product of its mass and velocity.

Let,

the mass of rail loaded car is 'm₁'= 2000kg

the mass of the bale of hay is 'm₂'=500kg

the initial velocity of a railroad car on the track is 'v₁,=20m/s

the initial velocity of a bale of hay is 'v₂'=0m/s

The final velocity of the railroad car and a bale of hay together is 'V'

By using conservation of linear momentum

V=[tex]\frac{m1v1+m2v2}{m1+m2 }[/tex] ⇒16m/s

Since the bale of hay is in the car both will have the same velocity i.e 16m/s.

What is a linear momentum example?

If we are standing at the bottom of a hill and we are faced with the option of stopping a bike or a bicycle, then we will probably choose to stop the bicycle. The reasoning behind this is that the bike has more momentum than the bicycle. Here, momentum simply means the mass in a moving body.

Learn more about the conservation of linear momentum here: https://brainly.com/question/7538238

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