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explain in handwriting Two coaxial cylinders, infinitely long, of radii a and b, respectively, have homogeneous charge distributions; volumetric ρ, the one with radius a, and superficial σ, the one with radius b. The charge distribution σ is negative and the total charge of the system (considering both cylinders) is null. Using Gauss's law, find the electric field at each of the following points: i) At a point inside the cylinder of radius a (r < a). ii) At a point inside between both cylinders (a < r < b). iii) At a point outside the cylinder of radius b (b < r). Plot the electric field as a function of r.
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