Relating Point Charges for a Net Zero Force

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Homework Help Overview

The discussion revolves around the relationship between two point charges, q1 and q2, positioned on the x-axis, and their effect on a third charge, +Q, placed at different locations. The goal is to determine the conditions under which the net electrostatic force on +Q is zero.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants inquire about the electrostatic forces acting on charge +Q from q1 and q2, suggesting the application of the superposition principle to analyze the forces involved.

Discussion Status

Some participants have requested further details on the forces involved and the application of relevant principles, indicating a desire for deeper understanding. There is an emphasis on individual initiative in problem-solving, with guidance provided to encourage participants to engage more actively with the problem.

Contextual Notes

Participants are navigating the complexities of Coulomb's Law and the superposition principle, with some expressing confusion about the problem setup and the relationships between the charges.

cuddlylover
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Point charges q1 and q2 lie on the x-axis at points x = -a and x = +a, respectively. (a) How
must q1 and q2 be related for the net electrostatic force on point charge +Q, placed at x = +a=2,
to be zero? (b) Repeat (a) but with point charge +Q now placed at x = +3a=2.

Can someone help me with this i am a bit lost.
 
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What is the electrostatic force on Q due to charge q1? and due to q2??

Then apply the superposition principle.
 
Infinitum said:
What is the electrostatic force on Q due to charge q1? and due to q2??

Then apply the superposition principle.
If someone could go into more detail on this would be a big help
 
Electrostatic force(Coulomb's Law) : http://en.wikipedia.org/wiki/Coulomb's_law

Superposition principle states that electrostatic force between any two charges is independent of other charges. The force on any charged particle due is given by the vector addition of the force due to each charge.

{F_{net}} = {F_1} + {F_2} + {F_3} + ... + {F_n}
 
cuddlylover said:
If someone could go into more detail on this would be a big help
That's not how it works here. Infinitum's given you two nudges. Now you need to step up and show some initiative on solving this problem yourself first.
 

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