4. Use the Gauss law to calculate the magnitude of the electric field fromscratch. For the closed surface of integration (the "Gaussian box"), use ashape with two faces, the "caps," parallel and side orto the charged sheets. Explain all the assumptions you have to make forthe electric field and back them up with symmetry arguments.sidesperpendicular(a) Make a clear sketch of the system and your Gaussian box, includingrepresentative area vectors dA and electric field vectors.(b) Calculate the flux integral ƒE•dA. Include an explanation of yourreasoning.(c) Calculate Qenc. Include an explanation of your reasoning.(d) Use the Gauss law to calculate the magnitude of the electric field atany point in space.

Suppose we have a uniformly positive charged sheet with charge density σ. Then we have to form a…

4. Use the Gauss law to calculate the magnitude of the electric field from scratch. For the closed surface of integration (the "Gaussian box"), use a shape with two faces, the "caps," parallel and side or sides perpendicular to the charged sheets. Explain all the assumptions you have to make for the electric field and back them up with symmetry arguments. (a) Make a clear sketch of the system and your Gaussian box, including representative area vectors dA and electric field vectors. (b) Calculate the flux integral ƒE•dA. Include an explanation of your reasoning. (c) Calculate Qenc. Include an explanation of your reasoning. (d) Use the Gauss law to calculate the magnitude of the electric field at any point in space.

4. Use the Gauss law to calculate the magnitude of the electric field from scratch. For the closed surface of integration (the "Gaussian box"), use a shape with two faces, the "caps," parallel and side or sides perpendicular to the charged sheets. Explain all the assumptions you have to make for the electric field and back them up with symmetry arguments. (a) Make a clear sketch of the system and your Gaussian box, including representative area vectors dA and electric field vectors. (b) Calculate the flux integral ƒE•dA. Include an explanation of your reasoning. (c) Calculate Qenc. Include an explanation of your reasoning. (d) Use the Gauss law to calculate the magnitude of the electric field at any point in space.