A very long charged solid cylinder of radius 'a' contains a uniform charge density ρ. Dielectric constant of the material of the cylinder is k. What will be the magnitude of electric field at a radial distance 'x' (x < a) from the axis of the cylinder?

A very long charged solid cylinder of radius 'a' contains a uniform ch

1.	A very long charged solid cylinder of radius 'a' contains a uniform charge density ρ. Dielectric constant of the material of the cylinder is k. What will be the magnitude of electric field at a radial distance 'x' (x < a) from the axis of the cylinder?
Answer» A very long charged solid cylinder of radius ' $a$ ' contains a uniform charge density $ρ$ . Dielectric constant of the material of the cylinder is k. What will be the magnitude of electric field at a radial distance ' $x$ ' ( $x$ < $a$ ) from the axis of the cylinder?

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A very long charged solid cylinder of radius 'a' contains a uniform charge density ρ. Dielectric constant of the material of the cylinder is k. What will be the magnitude of electric field at a radial distance 'x' (x &lt; a) from the axis of the cylinder?

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A very long charged solid cylinder of radius 'a' contains a uniform charge density ρ. Dielectric constant of the material of the cylinder is k. What will be the magnitude of electric field at a radial distance 'x' (x < a) from the axis of the cylinder?