Calculating Kinetic Energy of a Ball at Different Points

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Homework Help Overview

The problem involves calculating the difference in kinetic energy of a ball thrown from a height, considering its motion and potential energy changes. The subject area is physics, specifically focusing on energy conservation and kinematics.

Discussion Character

  • Exploratory, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the relationship between kinetic energy at different points and potential energy, questioning initial assumptions about the kinetic energy at point A.

Discussion Status

There is an ongoing exploration of the concepts involved, with some participants suggesting that the difference in kinetic energy can be derived from potential energy changes. Guidance has been offered regarding the relevance of initial kinetic energy in the context of the problem.

Contextual Notes

Participants are navigating assumptions about the initial kinetic energy of the ball and the implications of air resistance being negligible. The problem setup includes specific heights and mass, which are central to the discussion.

Alu
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Homework Statement


A 0.04-kg ball is thrown from the top of a 30-m tall building (point A) at an unknown angle above the horizontal. As shown in the figure, the ball attains a maximum height of 10 m above the top of the building before striking the ground at point B. If air resistance is negligible, what is the value of the kinetic energy of the ball at B minus the kinetic energy of the ball
at A , that is calculate (K(B) – K(A))?



Homework Equations





The Attempt at a Solution


I think K(B)- K(A)=K(B)=mgh is this correct?
 
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K(b)-K(a) = mgh however that doesn't tell you what K(a) is. You assumed K(a) = 0 but how can it be zero if it is moving upward initially?
 
yeah right, I assumed that K(a)=0 which is not. But at least we can find K(b) which is equals to mgh where h is 30+10 m
 
Err actually if you're just finding the difference in kinetic energy, it's just the change in potential energy so you are correct and you don't need to know K(a). I mean K(a) =/= 0 but it doesn't matter anyways.
 
Last edited:
yeah exactly, which leads to: K(b)-K(a)=mgh where h is only 30m(the difference in potential energy). which is equals to 0.04*10*30=12J
 

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