Do I really have to work? Suppose we have charges along the xy plane, where charge qı = +Q is at (0, a), and another charge q2 = +Q is at (–2a, 0). What would be the work needed by an external force if we want to move charge q3 = -Q from infinity to the origin (0, 0)? %3D %3D
Do I really have to work? Suppose we have charges along the xy plane, where charge qı = +Q is at (0, a), and another charge q2 = +Q is at (–2a, 0). What would be the work needed by an external force if we want to move charge q3 = -Q from infinity to the origin (0, 0)? %3D %3D
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![Do I really have to work? Suppose we have charges along the ry plane, where charge q1 = +Q is
at (0, a), and another charge q2 = +Q is at (–2a, 0). What would be the work needed by an external
force if we want to move charge q3 = -Q from infinity to the origin (0, 0)?
3kQ?
А.
kQ²
С. +
2a
-
2a
kQ?
В.
3kQ?
D. +
2a
2a](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F4d6bde8b-059f-4fb7-8398-1f914e40b9fe%2F8666945f-e107-425f-9215-3315c8101d6d%2F2g6k4d_processed.png&w=3840&q=75)
Transcribed Image Text:Do I really have to work? Suppose we have charges along the ry plane, where charge q1 = +Q is
at (0, a), and another charge q2 = +Q is at (–2a, 0). What would be the work needed by an external
force if we want to move charge q3 = -Q from infinity to the origin (0, 0)?
3kQ?
А.
kQ²
С. +
2a
-
2a
kQ?
В.
3kQ?
D. +
2a
2a
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