Charge is distributed throughout a very long cylindrical volume of radius R such that the charge density increases with the distance r from the central axis of the 54. cylinder according to p= ar, where a is a constant. Show that the field of this charge distribution is directed radially with respect to the cylinder and that E = 3€0 (r< R); 3 E = aR (r > R). 3eor
Charge is distributed throughout a very long cylindrical volume of radius R such that the charge density increases with the distance r from the central axis of the 54. cylinder according to p= ar, where a is a constant. Show that the field of this charge distribution is directed radially with respect to the cylinder and that E = 3€0 (r< R); 3 E = aR (r > R). 3eor
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