The Physics of Throwing a Ball: Velocity & Acceleration

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Homework Help Overview

The discussion revolves around the physics of throwing a ball, specifically focusing on the concepts of velocity and acceleration during its upward and downward motion. Participants explore the effects of air resistance and gravity on these parameters.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants discuss whether the velocity of a ball thrown upwards is the same when it comes down, considering factors like air resistance. Questions are raised about the implications of neglecting air resistance and the constancy of acceleration due to gravity.

Discussion Status

There is a range of perspectives on the effects of air resistance, with some participants suggesting that neglecting it leads to the same speed at a given height in both directions. Others affirm that acceleration remains constant at 9.8 m/s², while the velocity changes direction.

Contextual Notes

Assumptions about the environment, such as being on the surface of the Earth and the presence or absence of air resistance, are being discussed, which may influence the conclusions drawn by participants.

Maxwell
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Just a quick question -

If I throw a ball up in the air, will the velocity be the same coming down as it was going up? Also, will the acceleration change?

Why does this happen?

Thanks.
 
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Maxwell said:
Just a quick question -

If I throw a ball up in the air, will the velocity be the same coming down as it was going up?
No, it won't. You said "up in the air", so there will be air resistance slowing it down and it will come down more slowly than it went up. To get the idea, throw a badminton birdie or a feather up as hard as you can. For baseballs, and small thrown heights, however, the difference may not be noticeable.
 
What if you neglect air resistance?
 
If you neglect air resistance the ball will be at the same speed as it comes past the place where it was released upwards just going in the other direction and the acceleration is still g, 9.8 m/s^2
 
The acceleration doesn't change. I'm assuming that you're still on the surface of the Earth of course.
 
The acceleration due to gravity never changes and is always 9.8 m/s2. Neglecting air resistance, we can therefore reason that the speed of the ball at a certain vertical height when thrown up is the same as its speed at the same vertical height when it falls to Earth after being thrown. The velocity, however, changes because the ball is no longer moving in the same direction.
 

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