Calculate the work needed to move a test charge from point B to D

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Homework Help Overview

The discussion revolves around calculating the work required to move a test charge from point B to point D in the context of electric fields and potential energy. The subject area includes concepts from electrostatics and electric potential.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants explore the use of the formula W = qEd, questioning its applicability in non-uniform electric fields. They discuss relating work to electric potential and potential energy, considering the distances involved and the charges at play.

Discussion Status

The discussion is progressing with participants refining their understanding of the formulas needed to calculate work. There is a focus on determining the potential at points B and D, and how to correctly apply the concepts of electric potential difference.

Contextual Notes

Participants are navigating the implications of using different formulas based on the uniformity of the electric field and the specific distances related to the charges involved. There is an acknowledgment of the need to calculate potentials due to multiple charges.

shashaeee
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Calculate the work needed too move a 1.5μC test charge from point B to D.
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Can someone just check if I'm thinking correctly?

Do I just use the formula:

W = qEd ?

For the E, I calculate the magnitude and direction of the electric field at B.
And I use 25cm for the distance and q = 1.5μC
 
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W = qEd only works (pun?) if E is uniform. Instead, relate the work to electric potential or electric potential energy.
 
Ohhh, I see. So basically, the work needed to bring 1.5μC from a distance (25cm) away to a point 25cm from a charge 75μC?

Would it make sense to use this formula?


W = q(Va - Vb)
W = q[(k*Qa/ra) - (k*Qb/rb)]

q = 1.5μC
Qa = 75μC
Qb = 1.5μC

ra(75μC to D) = 25cm
rb(B to D) = 25cm
 
That's more like it. But, since the charge is being carried from B to D, you'll need to find the potential difference in going from B to D. How would you find the potential at point B due to the two 75 μC charges? Point D?
 
ohhh, righttt.

So, rewriting it ..

W = q(VD - VB)

VD = VD1 + VD2

VB = VB1 + VB2

where the distance for VD is 25cm
and the distance for VB is 35cm
 
Yes, Good!
 
oh, thank goodness lol! Thank youu!
 

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