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hi everybody physics ninja here today what weamp;#39;re gonna do is weamp;#39;re going to apply Gaussamp;#39;s law this equation right over here which is the integral of the electric field scalar product with the area is equal to Q enclosed over epsilon zero weamp;#39;re going to apply Gaussamp;#39;s law in order to find the electric field everywhere in space and the geometry Iamp;#39;m considering here is the one shown in the figure so what we have here is a sphere at the center of a shell okay so the sphere the inner sphere has a radius a the outer shell has a thickness and the inner radius is B and the outer radius is C so how would you solve for the electric field everywhere in space and what weamp;#39;re gonna do is weamp;#39;re gonna consider two cases okay so case number one for this Inner Sphere Iamp;#39;m going to assume that it is a conductor okay and again that inner shell or sort of that Inner Sphere rather has a total charge equal to 3q the outer shell has a total
