An electric field is generated in between two parallel hundred-square centimeter electrodes that are separated by a distance of two centimeters. We have one plate charged to 5.0 nano-coulombs and the other one exactly equal but opposite. An additional 'square-shaped' surface (with side length of a centimeter) is placed in between the plates and rotated such that it makes an angel of pi over 4 radians with the electric field. Determine the flux of the electric field through the square surface.
"\\Phi=ES'\\cos \\theta,"
"E=\\frac Ud=\\frac q{Cd}=\\frac{qd}{d\\varepsilon_0 S}=\\frac q{\\varepsilon_0 S},"
"\\Phi=\\frac{qS'}{\\varepsilon_0 S}\\cos \\theta=8~\\text{V}\\cdot \\text{m}."
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