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Electric Field Due to a Line of Charge along Its Axis

A particle of...

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A particle of mass m and charge+q1 moves diametrically through a uniformly charged sphere of radius R with total charge -q2. If +q1 performs SHM, then its time period is?

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Q. A particle of mass m and charge -q moves diametrically through a uniformly charged sphere of radius R with total charge Q. The angular frequency of the particle's simple harmonic motion, if its amplitude < R, is given by :

Q. A particle of mass

m

carrying charge

- q_{1}

is moving at a constant angular speed around a fixed charge

+ q_{2}

at the centre of a circular path of radius

r

. Find the period of revolution of charge

- q_{1}

.

A particle of mass m and carrying charge -q₁_{is moving around a charge:+q}_{2 along a circular path of radius r.find period of revolution of charge}

Q. The time period of revolution of a charge

q_{1}

and of mass m moving in a circular path of radius r due to Coulomb force of attraction with another charge

q_{2}

at its centre is

q_{2}

of mass m revolves around a stationary charge

q_{1}

in a circular orbit of radius r. The orbital periodic time of

q_{2}

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Electric Field Due to a Line of Charge along Its Axis

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