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An insulating cylinder of infinite length and radius R has a load density volumetric which varies according to the radius as follows: (fig.1) where (fig.2)
An insulating cylinder of infinite length and radius R has a load density volumetric which varies according to the radius as follows: (fig.1) where (fig.2) , a and b are positive constants and r the distance to the cylinder. Use Gauss law to determine the magnitude of the electric field to the following radial distances (a) r R.
P = Po a bStep by Step Solution
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