Electric Potential Ranking Task

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SUMMARY

The discussion focuses on ranking the electric potential at six positions (A to F) relative to two point charges, +q and -q. Participants establish that positions C and D have equal electric potential due to their symmetrical placement between the charges. It is concluded that the ranking from highest to lowest electric potential is B, A, C/D, F, E, with B having a greater potential than A, and E having a lower potential than F. The rationale is based on the inverse relationship of electric potential to distance (1/r) from the charges.

PREREQUISITES
  • Understanding of electric potential and point charges
  • Knowledge of the inverse square law (1/r) in electrostatics
  • Familiarity with ranking numerical values
  • Basic concepts of electric fields and potentials
NEXT STEPS
  • Study the mathematical formulation of electric potential due to point charges
  • Learn about superposition of electric potentials from multiple charges
  • Explore the concept of equipotential surfaces in electrostatics
  • Investigate the relationship between electric field strength and electric potential
USEFUL FOR

Students of physics, educators teaching electrostatics, and anyone interested in understanding electric potential and its applications in electric fields.

electricman
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In the figure (se attached) there are two point charges, +q and -q . There are also six positions, labeled A through F, at various distances from the two point charges.

Rank the locations A to F on the basis of the electric potential at each point. Rank positive electric potentials as larger than negative electric potentials (left to right).

Anyone who knows?
 

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What have you done so far? (You must show your work to get help.)
 
Well, i know that C and D have the same electric potential (because of their position to +q and -q). And B have greater potential than A, and i guess that E have greater than F.

I guess this is right because of 1/r.

If not maybe someone can explain it for me.
 
electricman said:
Well, i know that C and D have the same electric potential (because of their position to +q and -q).
Good. What does the potential equal at those points?

And B have greater potential than A, and i guess that E have greater than F.
Don't guess, figure it out. (The potentials at E and F are both negative; which is greater?) How does the potential at A & B compare with the potential at E & F?

(You're doing good.)
 
Hmm, well F should be greater, so the answere should be: B A C/D F E, or?
 
Looks good to me!
 
Excellent, thanks for your help :)
 

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