A cube with a side length of 2 meters was placed at the origin point (Center of the cube at the origin). There is also a point load at the 8 corners of the cube. Q, which is the value of point loads, is equal to the sum of the coordinate values of that point. (Q = x + y + z)
a) Find the electric field and coulomb potential at the origin and at any point in space.
b) Suggest various charge distributions that make the electric field zero at the origin.
Thank you.
Here in question a i am drawing two diagram to show the charges present at the corners.
Distance between center and corner is aroot3 /2.
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