Universal gravitation previous exam problem

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Homework Help Overview

The discussion revolves around a problem related to universal gravitation, specifically focusing on the separation distances between multiple objects and their implications in the gravitational equation. Participants are attempting to clarify the correct interpretation of the variables involved.

Discussion Character

  • Conceptual clarification, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants are exploring the correct interpretation of the variable 'r' in the gravity equation, questioning how to determine the separation between objects based on their positions. There are attempts to clarify the distances between objects and how they relate to gravitational calculations.

Discussion Status

The discussion is active, with participants providing insights and questioning assumptions about the distances involved. Some guidance has been offered regarding the need to express relationships symbolically before simplifying equations. However, there is no explicit consensus on the correctness of the answer provided in the answer key.

Contextual Notes

There are indications of confusion regarding the distances between objects and the interpretation of the problem setup. The original poster has expressed uncertainty about the correctness of the answer key, which may influence the discussion's direction.

Mikecarlson
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Homework Statement


I'm having trouble with this problem attached. Any help would be appreciated.


Homework Equations





The Attempt at a Solution

 

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You have the basic idea - but the r in the gravity equation is the separation between the two objects, not their distance from the origin.

So if one object is at x1=4m from the origin, and the other is at x2=6m, in the same direction, then how far apart are they?
if one is at x1=4m and the other at x2=x, in the same direction, then how far apart are they?
 
Simon Bridge said:
You have the basic idea - but the r in the gravity equation is the separation between the two objects, not their distance from the origin.

So if one object is at x1=4m from the origin, and the other is at x2=6m, in the same direction, then how far apart are they? 2m
if one is at x1=4m and the other at x2=x, in the same direction, then how far apart are they?x-4

So, are you saying object 1 and two are not 4 units apart?
 
The answer key has an answer of 4.98M. I have tried a few different ways to get that answer and have yet to figure it out. can you tell me if that answer is actually correct?

Thanks
 
Objects 1 and 2 are 4 units apart - that that's not the only separation that counts.
What is the separation between object 3 and 2?

The secret is to write the whole thing out in symbolic form first - then simplify the equation.
 
There is something else to worry about: you write an expression for |F| which is correct, but then you work it out to |F|+|F|=0 and there is a little thing you missed there.

The numerical value you found somewhere is totally unimportant, but correct.
 

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