What Is the Sign of the Potential Difference Near a Negatively Charged Plate?

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Homework Help Overview

The discussion revolves around the potential difference near a negatively charged plate, particularly in the context of electric fields and particle movement. The original poster presents a scenario involving a particle in a region with uniform charge distribution and queries the sign of the potential difference when near a negatively charged plate.

Discussion Character

  • Conceptual clarification, Assumption checking, Exploratory

Approaches and Questions Raised

  • Participants explore the relationship between electric fields and potential difference, questioning how the electric field behaves around a negatively charged electrode. There are attempts to connect the concepts of electric potential and electric field equations, with some participants expressing confusion about the implications of charge movement.

Discussion Status

The discussion is ongoing, with participants seeking clarification on the relationship between electric fields and potential differences. Some guidance has been offered regarding relevant equations, but there is no explicit consensus on the interpretations of the potential difference or the movement of charged particles.

Contextual Notes

Participants express challenges in understanding the material, noting limited support from the course structure and instructor availability. There are assumptions being made about the behavior of charged particles in electric fields that are under examination.

jtb93
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Homework Statement


A particle begins in a region where positive and negative charges are uniformly distributed and ends up in a region near a negatively charged plate. What is the sign of the potential difference in this case?

Homework Equations


N/A

The Attempt at a Solution


I assumed this problem followed "like repels like." I concluded that the potential difference would be negative for a positive particle and positive for a negative particle. The answer in the book says the answer is just negative.
 
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Hi jtb93,

If the electrode is negatively charged, what does the e-field around the electrode look like? How is potential difference related to the e-field?
Also, you certainly do have equations relevant to this situation. What might they be?
 
Thanks for the response on my question. I'm honestly lost in physics right now and my professor is of no help. My course is online and the professor has little to no office hours per week.

In the question you responded to, I assume that a negatively charged particle would move towards a positively charged plate, but that does not reflect what is stated in the answer (negative).
 
jtb93 said:
In the question you responded to, I assume that a negatively charged particle would move towards a positively charged plate, but that does not reflect what is stated in the answer (negative).

Well, we can always make a few assumptions and see what happens. However, before we do that, can you answer the questions in my previous post?
 
The electric field would be directed towards electron.
PE=qV?
 
jtb93 said:
The electric field would be directed towards electron.

Okay. And how is electric potential related to the e-field? What is the electric potential near to this electrode compared to far away?

jtb93 said:
deltaV=deltaPE/q?

Well, we don't appear to be working with potential energy in this problem, so do you know another equation? Perhaps one that links electric potential to the e-field or to a charged particle?
Note that you can click the symbol that looks like ∑ in the toolbar above the chat box to bring up a list of symbols. In there you can find Delta (Δ) third in the list.
 

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