Electric Potential/Work Question

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SUMMARY

The discussion centers on calculating electric potential and work done when moving electrons in an electric field. When pushing two electrons through the same path in an electric field with a potential of 1 volt, the electric potential remains 1 volt. The work required to move the two electrons is calculated using the formula W = qV, resulting in a total work of 2 electronvolts (eV) for the two electrons combined.

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  • Familiarity with the equation W = qV
  • Basic knowledge of electron charge (1e)
  • Concept of electronvolts as a unit of energy
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Homework Statement



Work is required to push a solitary electron into an electric field where it attains an electric potential of 1 volt.

a.) If you instead push 2 electrons through the same path, what would the electric potential of the two electrons be? b.) What would the work required to move the electrons be?


Homework Equations



I'm not sure, but I think W = qV may be an equation.


The Attempt at a Solution



I am guessing that is it's 2 volts for a.) and 2 electronvolts for b.), but I could be wrong. Any help would be greatly appreciated... this is very confusing to me. =( Thanks!
 
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Welcome to PF.

If you are pushing something in the field, then 1e or 2e, they will experience then the same ΔV if the statement of the problem is that they are being taken over the same path. 1v then would be the potential at the point that 1 or 2 electrons would be brought.

As you noted though the ΔV*q is the work, so yes you would have imparted 2 ev to the charges (taken together).
 

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