An infinitely long strip of negligible thickness is placed in the
xy plan. The strip extends from x = −∞ to x = ∞ and from y = −d/2
to y = +d/2. A constant surface charge density σ (in C/m2) is
placed on the the strip.
(a) Find the electric field ~ E at any point (x,y,0) where y >
d/2.
(b) Find the electric field ~ E at any point (0,0,z) above the strip.
(c) In the previous two calculations, explain any 0 component of ~ E in terms of symmetries. (Use sketches if you want.)
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