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Electric Charges and Fields Test - 85

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Electric Charges and Fields Test - 85
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  • Question 1
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    The electric field at (30, 30) cm due to a charge of _8 nC at the origin in $${ NC }^{ -1 }$$ is
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  • Question 2
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    The force of repulsion between two points charges is $$F$$ , when these are $$1 m$$ apart. Now the point charges are replaced by conducting spheres of radii $$5 cm$$ having the charge same as that of point charges. The distance between their centers is $$1 m$$, then the force of repulsion will:- 
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  • Question 3
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    Two infinite linear charge are placed parallel at 0.1 m apart. It has density of 5 $$\mu$$ C/m,then the force per unit length of one of linear charges in N/m is;    
  • Question 4
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    An infinite number of charges, each of charge $$1 \mu C ,$$ are placed on the $$x$$ -axis with co-ordinates $$x = 1,2,4,8 , \ldots \infty$$ a charge of 1$$C$$ is kept at the origin, then what is the net force acting on 1$$\mathrm { C }$$ charge
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  • Question 5
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    For two infinitely long charge parallel sheets, the electric field at $$P$$ will be

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  • Question 6
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    Point charges $$+q,\ +q$$ and $$-q$$ are placed at the corners $$A,\ B$$ and $$C$$ respectively of an equilateral triangle $$ABC$$. The resultant force on $$-q$$ placed at $$C$$ acts
  • Question 7
    1 / -0
    There are Two charges +1 micro coulombs and +5 micrcoulombs. The ratio of the force acting on them will be  
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  • Question 8
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    A charge q is located at the center of a cube . The electric flux through any face is 
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  • Question 9
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    The force between two electrons when placed in air is equal to 0.5 times the weight of an electron find the distance between two electrons (mass is electron= $$9.1\times 10^{-31}kg)$$
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  • Question 10
    1 / -0
    Electric and magnetic field are directed as $${ E }_{ 0 }\hat { i } $$ and $${ B }_{ 0 }\hat { k } $$, a particle of mass m and charge +q is released from position $$(0, 2, 0)$$ from rest. The velocity of that particle at $$(x, 5, 0)$$ is $$\left( 5\hat { i } +12\hat { j }  \right) $$ the value of x will be
    Solution

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