Solving the Average Force Problem for a Parachuter Hitting the Beach

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Homework Help Overview

The discussion revolves around a physics problem involving a parachuter who impacts the sand at a specific speed and creates an indentation. The subject area includes concepts of force, acceleration, and motion, particularly in the context of impacts and deceleration.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning, Problem interpretation

Approaches and Questions Raised

  • Participants explore different methods to calculate the average force experienced by the parachuter, discussing the relevance of time, acceleration, and the relationship between velocity and distance. Some question the necessity of knowing time for the calculations.

Discussion Status

The discussion has seen various approaches suggested, including calculating average acceleration and considering time as a factor. Participants have offered guidance and expressed willingness to assist further if needed, indicating a collaborative environment. However, there is no explicit consensus on a single method to solve the problem.

Contextual Notes

There is mention of missing information, specifically the time of impact, which is noted as a potential constraint in solving the problem. Additionally, the original poster's intent to assist their daughter with homework is acknowledged.

Forgo
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Helping my daughter with her homework (trying to help).
A 65 kg parachuter hits the beach with a speed of 4.0 m/s, making a 0.2 m deep indentation in the sand. With what average force did the parachuter hit the sand?

From what I found in the text it seems you need a time (which they don't provide). How about some clues?
 
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You should be able to calculate the average acceleration that the parachuter experienced as he moved through the .2M of sand. The change in velocity was -4.0 m/s through that .2m of sand. From there the average force should be easily calculated given the mass of the parachuter. I wouldn't think knowing the time is absolutely necessary but there is always more than one way to solve a problem.

Hope this helps.
 
If you wanted to calculate the time first and then work from there,

[tex]t = \frac{2 D}{V}[/tex]

Then you can calculate the acceleration from the velocity and time and then the force from there.
 
I hope what I posted is helping you solve your problem. I have to leave now but if you are still having difficulty, just post where you are stuck and someone will help out.

Good luck. :smile:
 
Thanks a lot for the help, we solved the problem just now.
 
My two cents:

[tex]\frac{1}{2}mv^2=Fd[/tex]

Doug
 
That's a great solution which I also considered but since Forgo mentioned time I thought maybe I should stick with calculating the acceleration. I should have asked what his daughter was actually studying in relation to that problem.
 

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