Internal Work of a Ball Shot Through a Sand Bag

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Homework Help Overview

The problem involves a ball shot vertically downward, encountering a sand bag after falling a certain distance. The context includes calculating the internal work done on the ball while neglecting friction, with specific values provided for velocity, mass, and distance.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants discuss the appropriate distance to use for calculating work done by gravity, questioning whether to consider the total distance fallen or just the distance within the sand bag.

Discussion Status

There is an ongoing exploration of the correct interpretation of the distance over which gravity does work. Some participants suggest that the total distance of 18.5 m should be considered, while others clarify that gravity continues to act throughout the entire fall.

Contextual Notes

Participants are navigating assumptions about the distances involved and the nature of forces acting on the ball during its descent and interaction with the sand bag.

gamarrapaul
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in the problem they give you V=44m/s, mass=.09 kg , and a vertical distance=18m
the problem states that a ball is shot straight down and at the distance 18m it encounters a sand bag the ball goes through the sand bag .5 m. they ask what is the internal work neglecting friction?
for this problem I have

-w=-mgh-.5mv^2

now I am confused for h do I use 18 m or 18.m ?
 
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You use the distance over which gravity was doing work on the ball. Which is that?
 
the distance that gravity is doing work on the ball will be 18m ??
 
The distance gravity is doing work on the ball is the vertical distance that the ball moves. Gravity doesn't shut off inside the bag.
 
oh so the distance will be 18.5m I thought that .5 was the distance that the internal force is acting on the object Work = F*d
 

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