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Application of gauss law to find Electri...

Application of gauss law to find Electric field due a non uniformly charged solid sphere, Uniformly charged hollow cylinder and solid cylinder and Electric field inside the cavity of a solid sphere and cylinder

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Knowledge Check

  • Intensity of electric field inside a uniformly charged hollow sphere is

    A
    zero
    B
    non zero constant
    C
    change with r
    D
    inversely proportional to r

  • The electric field due to a uniformly charged sphere is maximum at :

    A
    centre of sphere
    B
    inside the surface
    C
    at the surface
    D
    at infinite distance from the centre

  • There is a long, uniformly charged, non-conducting solid cylinder.

    A
    The magnitude of electric field intensity at any point inside the cylinder is directly proportional to the length of perpendicular drawn from a point on the axis of cylinder.
    B
    The magnitude of electric field intensity at any point outside the cylinder is inversely proportional to the length of perpendicular drawn from a point on the axis of cylinder.
    C
    Electric field intensity in not defined for the points on the axis of cylinder
    D
    Electric field intensity is zero for the points on the axis of cylinder

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    Assertion: Electric field intensity inside a solid non-conducting uniformly charged solid sphere increases linearly inside the sphere. Reason: Electric field intensity outside the solid non-conducting uniformly charged solid sphere is same as the electric field generated by a point charge kept at the centre of sphere.

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