An infinitely long cylinder of radius k positioned as in the figure. The volume charge density of the cylinder is p = porsin([C/m°]. %3D E = ÊX- Po for r 2 k. What is X? Note :k = 2 Note : X must be a numerical value. Note : You can assume that the field has form E = fE, due to symmetry. %3D
An infinitely long cylinder of radius k positioned as in the figure. The volume charge density of the cylinder is p = porsin([C/m°]. %3D E = ÊX- Po for r 2 k. What is X? Note :k = 2 Note : X must be a numerical value. Note : You can assume that the field has form E = fE, due to symmetry. %3D
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![P= Por
sin () (C/m³]
An infinitely long cylinder of radius k
positioned as in the figure. The
volume charge density of the
cylinder is p = Porsin([C/m³ ].
E = îX-
TEor
Po
for r > k.
What is X?
Note :k = 2
Note : X must be a numerical value.
Note : You can assume that the field
has form E = fE, due to symmetry.
%3D](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ffd8cbdb3-9f58-4463-bc56-2497a2ca502c%2F83c582c9-f8aa-4402-8bbe-db92056d3ca0%2Ff13alsj_processed.jpeg&w=3840&q=75)
Transcribed Image Text:P= Por
sin () (C/m³]
An infinitely long cylinder of radius k
positioned as in the figure. The
volume charge density of the
cylinder is p = Porsin([C/m³ ].
E = îX-
TEor
Po
for r > k.
What is X?
Note :k = 2
Note : X must be a numerical value.
Note : You can assume that the field
has form E = fE, due to symmetry.
%3D
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