The time period of revolution of a charge q 1 and of mass m moving in a circular path of radius r is due to coulomb force of attraction with another charge q 2 at its centre is:

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Arun · Answer

find the force between the two charges using coulumb force formula.see that force is attracting. also charge -q1 is revolvingthus it is the case of circular motion with that force acting as centripital force.equate it to mw2r (centripital force on body of mass m and revolving with w angular speed)find w.

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The time period of revolution of a charge q 1 and of mass m moving in a circular path of radius r is due to coulomb force of attraction with another charge q 2 at its centre is:

The time period of revolution of a charge q₁ and of mass m moving in a circular path of radius r is due to coulomb force of attraction with another charge q₂ at its centre is:

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The time period of revolution of a charge q 1 and of mass m moving in a circular path of radius r is due to coulomb force of attraction with another charge q 2 at its centre is:

The time period of revolution of a charge q1 and of mass m moving in a circular path of radius r is due to coulomb force of attraction with another charge q2 at its centre is:

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The time period of revolution of a charge q₁ and of mass m moving in a circular path of radius r is due to coulomb force of attraction with another charge q₂ at its centre is: