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U-Shaped Magnet

if E1 and E2 ...

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if E1 and E2 are electric field at axial point and equatorial point of an electric dipole then dot product of E1 and E2 will be?

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Q. A ring of radius R is uniformly charged, and it carries a total charge Q. At a point which is at a distance of

\frac{R}{\sqrt{3}}

from the center and lying on the axis of the ring, electric field due to half part is

E_{1}

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E_{2}

Q. The electric field intensity at a point near and outside the surface of a charged conductor of any shape is '

E_{1}

'. The electric field intensity due to uniformly charged infinite thin plane sheet is '

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'. The relation between '

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E_{2}

Q. The electric field intensity at a point near and outside the surface of a charged conductor of any shape is

E_{1}

. The electric field intensity due to uniformly charged infinite thin plane sheet is

E_{2}

. The relation between

E_{1}

E_{2}

Q

is placed at the center of a square. If electric field intensity due to the charge at the corners of the square is

E_{1}

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E_{2}

then the ratio of

\frac{E_{1}}{E_{2}}

Q. In the given figure,

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σ_{2}

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2

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E_{2}

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respectively will be :

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