A hollow sphere of radius 3 cm is uniformly charged with a surface density of 3 SCLC / m ^ 2. Using Theorem Ostrogradskii-Gause, find the dependence of the electric field intensity of the distance from the center to the areas inside and outside the sphere and construct a graph.

Detailed solution shorthand terms, formulas and laws used in the decision, the withdrawal of the calculation formula and the response.
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