Finding Fnet with missing variables

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Homework Help Overview

The problem involves analyzing the net force acting on several model rockets that have just had their engines shut off. The rockets are aimed straight up, have different speeds and masses, and are at the same height at the moment the engines are turned off. The context suggests a focus on the forces acting on the rockets, particularly in relation to gravity.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants discuss the implications of ignoring air resistance and the assumption of zero acceleration. There is a question about how to incorporate gravity into the analysis of net force, with some participants expressing uncertainty about the approach.

Discussion Status

The discussion is ongoing, with participants exploring the role of gravity in determining net force. Some guidance has been offered regarding the expectation to consider gravitational acceleration, but no consensus has been reached on how to proceed.

Contextual Notes

Participants are navigating the constraints of the problem, including the instruction to ignore air resistance and the need to find net force without time. There is a specific focus on the context of the problem being set on Earth.

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Homework Statement



The eight figures below depict eight model rockets that have just had their engines shut off. All of the rockets are aimed straight up, but their speeds differ. All of the rockets are the same size and shape, but they carry different loads, so their massed differ. The specific mass and speed for each rocket is given in each figure. (In this situation, we are going to ignore any effect air resistance may have on the rockets.) At that instant when the engines are turned off, the rockets are all at the same height.

Rocket A: 30m/s and 700g
Rocket B: 40 m/s and 500g
Rocket C: 20m/s and 600g
Rocket D: 20m/s and 700g
Rocket E: 30m/s and 400g
Rocket F: 40m/s and 600g
G: 30m/s and 600g
H: 30m/s and 500g

Homework Equations



Fnet= ma

The Attempt at a Solution



The net force for all of them is zero based on the equation Fnet = ma. Because we were told to ignore air resistance, we assume that acceleration is zero for all the rockets and therefore the rockets are traveling at constant velocities. If we input any of the masses into the equation above, the net force for any of the rockets will be zero because the acceleration is zero. Anything times zero is always zero.

*(I desperately need help with this question. My teacher insists that there is way to find the Fnet without time but I don't see how that is possible. Any help would be appreciated. Thanx)*
 
Last edited:
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Is this on Earth or in a void? Gravity could be your key.
 
It is on earth... How would I use gravity to answer the question... I am really lost here.
 
Last edited:
Then I assume your teacher expects you to use acceleration due to gravity. I'm just a student like you, so take what I say with a grain of salt, but I'm almost certain that's what he expects you to do.
 
Alright, thanks so much... I shall try that.
 

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