Electricity and Magnetism on lines of charge

AI Thread Summary
The discussion revolves around a physics problem involving two infinitely-long parallel lines of charge, one positive and one negative, positioned in the x-y plane. The user is uncertain about how to approach the problem and whether the net electric field or charge in the region is zero. They seek clarification on what specific question the problem is asking. The conversation highlights the need for relevant equations and methods to analyze the electric field created by these charge distributions. Understanding the symmetry and principles of superposition in electrostatics is crucial for solving this problem.
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Homework Statement



Two infinitely-long lines of charge run parallel to the z-axis. One has a positive uniform charge per unit length, [lambda]>0, and goes through the x y plane at x=0, y=d/2. The other has a negative uniform charge per unit length, -[lambda], and goes through x=0, y=-d/2. Nothing changes with the z coordinate; the state of affairs in any plane parallel to the x y plane is the same in the x y plane.

Homework Equations



This is where I need help.

The Attempt at a Solution



My thought is the charge will be 0, but I cannot prove this without an equation or some work.
 
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