# Potential of two infinite lines of charge

This is the question I have: consider the system formed by two infinitely long line charges located in the xy plane running parallel to the x axis at y = + and - a and carrying uniform charge densities + and - lambda respectively. Find the elctrical potential at all points in space using the origin as your referenc point.

Because the lines of charge do not run along the x axis, I assume that I'm going to have to use curly r in my answer (ie. r minus r prime). So, assuming I use the equation that involves the integral of lambda over curly r, integrated over r prime, how do I rewrite curly r so that I can integrate properly?

W. =)

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pam
Use Gauss's law to get the E field of a single line charge.
Then, just add the E's from each line charge.

I'm looking for potential, not the electric field.

Also, because the lines of charge run parallel to the x axis, not along it, then r doesn't originate at the x axis, so I'll need to figure out how to compensate for that (which is what I'm having difficulty with).