Will a Bullet Shot Straight Up Fall Back to Its Starting Point?

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When a bullet is shot straight up from the Earth's surface, it will not fall back to the exact starting point due to the Earth's rotation. Although the bullet initially moves with the Earth's rotational momentum, it continues on its trajectory while the Earth rotates beneath it. The conservation of momentum indicates that the bullet retains its horizontal velocity at the moment of firing. Therefore, the bullet will land slightly away from the original position, depending on factors like the Earth's rotation speed. In conclusion, the bullet does not return to its exact starting point because of the Earth's continuous movement.
porkok
If we shoot bullet to the air (90Degree) it will fall down to same spot or not ? (Without anther force)
Thanks
 
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Well, where are you shooting from?

I assume that the bullet is not going more than 6km/s?
 
From the ground (yes not over 6km/s). Could you give me answer and explanation ?
Thanks
 
6km/s is Earth escape velocity. I think you'll find that the problem specifies that the bullet is being shot from the surface of the Earth.

If you shot the bullet straight up out of a moving car, would it come down and hit you? What if the car was turning? What if the someone stomped on the brakes?
 
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Yes the bullet shot from the surface of the Earth and pistol is not moving. So it should fall down in the same spot ,right ?
 
We did not talk about another factor. (No other facetor in this situation)
 
Is the Earth stationary?
 
earth is still moving around itself
 
So, would the bullet move with the Earth after you shot it?
 
  • #10
Yes. Conservation of momentum.
 
  • #11
Could you explain about conservation of momentum ? Thanks
 
  • #12
Originally posted by HallsofIvy
Yes. Conservation of momentum.

Actually, since the Earth is spinning, the reference frame is accelerated, so the bullet would not be moving with the earth.
 
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