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Consider two innitely long straight wires at z = +d/2 and z = -d/2. At the...

Consider two innitely long straight wires at z = +d/2 and z = -d/2. At the origin choose
V = 0. Find the electric potential at some arbitrary point (x; y; z) in space when the wires has
charge density (i)λ, -λ(ii)λ, λ respectively. In each case obtain the equipotentail surfaces.
(Hint: For part (i) the equipotential surfaces turn out to be Apollonius circles.)

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this answer is only part 1 answer thank you

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