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The electric field intensity at all poin...

The electric field intensity at all points in space is given by `vecE = sqrt(3)hati - hatj` `V//m`. The nature of equipotential lines is x-y plane is given by

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The electric field intensity at all points in space is given by vec(E) = sqrt(3) hat (i) - hat (j) volts/metre. A square frame LMNO of side 1 metre is shown in figure. The point N lies in x-y plane. The initial angle between line ON and x-axis is theta = 60^(@) The work done by electric field in taking a point charge of 1 muC from origin O to point M is -

The electric field intensity at all points in space is given by vec(E) = sqrt(3) hat (i) - hat (j) volts/metre. A square frame LMNO of side 1 metre is shown in figure. The point N lies in x-y plane. The initial angle between line ON and x-axis is theta = 60^(@) The magnitude of electric flux through area enclosed in square frame LMNO is -

the electric field intensity at all points is space is given by vecE=sqrt3hati-hatj volts/meter. A square frame LMNO of side 1 meter is shown in the figure. The point N lies in x-y plane. The initial angle between line ON and x -axis is theta = 60^(@) The work done by electric field in taking a point charge 1muC from origin O to point M is

the electric field intensity at all points is space is given by vecE=sqrt3hati-hatj volts/meter. A square frame LMNO of side 1 meter is shown in the figure. The point N lies in x-y plane. The initial angle between line ON and x -axis is theta = 60^(@) the magnitude of electric flux through area enclosed in square frame LMNO is

The electrostatic potential V at any point (x, y, z) in space is given by V=4x^(2)

The gravitational field in a region is given by vecE=(yhati+ xhatj) N/kg, where x and y are in metres. The equipotential lines are plotted as

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The electric field in a region is given by vecE = (A/x^3) hati. Write a suitable SI unit for A. Write an expression for the potential in the region assuming the potential at infinity to be zero.

The electric field in a certain region is given by E=(5hati-3hatj)kV//m . Find the difference in potential V_B-V_A . If A is at the origin and point B is at a. (0,0,5)m, b. (4,0,3) m.

Electrostatic field in a region is given by , vecE= (yzhati + zxhatj + xyhatk)V/m , where x,y and z are in m. If electric potential at origin is zero, then potential at (1m,1m, 1m) is

AAKASH SERIES-ELECTROSTATICS-ADDITIONAL PRACTICE EXERCISE (LEVEL -II LECTURE SHEET (ADVANCED) STRAIGHT OBJECTIVE TYPE QUESTIONS)
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  2. Three concentric metallic spherical shell A,B and C or radii a,b and c...

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  3. Three concentric conducting spherical shells of radii R,2R carry charg...

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  4. Electric charge Q is uniformly distributed around a thin ring of radiu...

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  5. A, B, C, D, P and Q are points in a uniform electric field. The potent...

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  6. The electric field intensity at all points in space is given by vecE =...

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  7. Electric potential V in space as a function of cartesian co-ordinates ...

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  8. In a uniform electric field, the potential is 10 V at the origin of co...

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  9. A circular ring of radius R with uniform positive charge density lambd...

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  10. Two small charged blocks of charges 5mu C and 3mu C are kept on a roug...

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  11. A point charge .q. is placed at the centre of an uncharged conducting ...

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  12. Two charged particles having charges 1 and -1 mu C and of mass 50 g ea...

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  13. A solid conducting sphere of radius a having a charge q is surrounde...

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  14. A spherical shell of radius R(1) with a uniform charge q has a point c...

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  15. Self energy of conducting sphere of radius .r. carrying charge .Q. is

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  16. Self energy of conducting sphere of radius .r. carrying charge .Q. is

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  17. A thin wire of linear charge density lambda is bent in the form of a t...

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  18. Electric field in a region is given by vec( E) = - 4xhat(i) + 6yhat(j)...

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  19. The potential in certain region is given as V = 2x^(2), then the charg...

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  20. Two thin conducting shells of radii R and 3R are shown in the figure. ...

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