What is the potential energy of an electron

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Homework Help Overview

The discussion revolves around calculating the potential energy of an electron at a specific point in an electric field, given the electric potential and the distance from a charge. The subject area is electrostatics, focusing on electric potential and potential energy concepts.

Discussion Character

  • Conceptual clarification, Mathematical reasoning, Problem interpretation

Approaches and Questions Raised

  • Participants explore the relationship between electric potential and potential energy, with some expressing confusion about the correct application of formulas. There are attempts to calculate potential energy using different equations, and participants question the importance of the sign of the electron's charge in these calculations.

Discussion Status

The discussion has seen various attempts to solve the problem, with some participants providing guidance on potential errors, particularly regarding the sign of the electron's charge. There is acknowledgment of calculation errors and a shared understanding of common pitfalls in these types of problems.

Contextual Notes

Participants note the lack of detail in the problem setup and discuss the implications of sign errors in potential energy calculations. There is mention of external tools (MasteringPhysics) that typically provide feedback on such mistakes.

Foxhound101
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Homework Statement


Part A - (Already solved)
The electric potential at point A is 1800V.

Part B -
What is the potential energy of an electron at point A in the figure?

Point A is .01m away from a charge of +2nC

Homework Equations


V=Uq

U = (Kq1q2)/r

The Attempt at a Solution


I think the problem is, is that I am confused about the difference between electric potential and potential energy. This problem shouldn't be difficult.

So I tried the second equation

U = (9.00*10^9)(1.6*10^-19)(2*10^-9)/.01
U = 2.88*10^-18

But that isn't the answer...I don't know what equation I should use or what I am doing wrong.
 
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Hi Foxhound101,

Foxhound101 said:

Homework Statement


Part A - (Already solved)
The electric potential at point A is 1800V.

Part B -
What is the potential energy of an electron at point A in the figure?

Point A is .01m away from a charge of +2nC


Homework Equations


V=Uq

U = (Kq1q2)/r


The Attempt at a Solution


I think the problem is, is that I am confused about the difference between electric potential and potential energy. This problem shouldn't be difficult.

So I tried the second equation

U = (9.00*10^9)(1.6*10^-19)(2*10^-9)/.01

There's not much detail about the situation here, but one thing I noticed is that you are not putting the sign of the electron in the potential energy equation. For the potential and potential energy the sign is required (unless of course they are just asking for the magnitude for some reason).
 
This time I tried the other equation...

1800 = U / (2*10^-9)
3.6*10^-6 = U

still wrong.

*edit* I made my post while you made yours...>_> Let me look into your post*
 
Foxhound101 said:
http://img410.imageshack.us/my.php?image=54425247kj6.gif

Here is the entire problem. I can do the other 2 parts if I know how to do this part.

I think there are two things wrong here. The first is the sign error I mentioned. But also, this calculation from your first post:



Foxhound101 said:
U = (9.00*10^9)(1.6*10^-19)(2*10^-9)/.01
U = 2.88*10^-18

It looks like a calculation error here; it should not be to the -18 power.

Do you get the right answer now?
 
Alright, thanks for the help. I have the correct answer now. I have the rest of the problem worked out as well.

Man...I wasted so much time on this problem when the only major mistake I made was the negative sign.

Normally MasteringPhysics tells me if the sign is incorrect...
 
Foxhound101 said:
Alright, thanks for the help. I have the correct answer now. I have the rest of the problem worked out as well.

Man...I wasted so much time on this problem when the only major mistake I made was the negative sign.

Normally MasteringPhysics tells me if the sign is incorrect...

Glad to help! And I know it's discouraging to spend so much time on something that turns out to be a seemingly small matter. However, not including the sign is a very common and persistent mistake for potential/potential energy calculations, and it's better to get a warning about it in your mind now before any exams.
 

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