Projectile (Which Statements are true?)

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The discussion centers on the physics of projectile motion, specifically the behavior of a ball at different points in its trajectory. At point A, the ball is affected by gravity and experiences downward acceleration of 10 m/s². Participants explore why the time taken from A to B differs from B to C, questioning the nature of acceleration and velocity at various points. They clarify that while the ball's vertical velocity is zero at the peak, it can still have a horizontal velocity, which remains constant if air resistance is negligible. Overall, the conversation emphasizes the principles of projectile motion and the effects of gravity on the ball's trajectory.
Smart-Bunny
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Hi everyone, , I just want to make sure if I have done the statements right. Thank you. :)
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At point A is the ball being affected by gravity?

Why do you think from A to B takes less time than from B to C or vice versa?
 
I've counted that one of your checks is correct so far, and that you are missing two others, for a total of three checked boxes. Other members, feel free to correct me if I am wrong.

So here are some questions to help you think about the problem:

1. If the ball at A is not accelerating, when does the acceleration begin? What causes the acceleration, and why would it not be constant?
2. While at the peak of a parabolic arc the ball may have a y velocity of 0, does it have no x velocity? If it were to have a velocity in the x direction, would this be greater than, less than, or equal to the initial velocity of the ball at A?
3. Why would the ball travel faster on one part of the arc than another, provided both are equal and symmetrical?
 
mrnike992 said:
I've counted that one of your checks is correct so far, and that you are missing two others, for a total of three checked boxes. Other members, feel free to correct me if I am wrong.
I concur.
Smart-Bunny, it isn't entirely clear from the diagram, but I would treat the trajectory shown as being merely part of a longer one. So, apart form being equidistant from B, there's nothing special about the points A and C.
 
Thanks guys! At point A the ball accelerating downwards 10 m/s2, At point B the ball accelerating downwards 10 m/s2 and at point B the speed is non-zero but less than 20 m/s :)
 
Smart-Bunny said:
Thanks guys! At point A the ball accelerating downwards 10 m/s2, At point B the ball accelerating downwards 10 m/s2 and at point B the speed is non-zero but less than 20 m/s :)
All true.
 
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