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A ring of radius R having total charge Q...

A ring of radius `R` having total charge `Q` uniformly distributed over the ring has a charge particle `q` kept at its centre. If a transverse pulse is created on the ring, then find the time when pulse completes one revolution.(Total mass of ring is `m`)

A

`3piRsqrt((QqmR)/(piepsilon_(0)))`

B

`4piRsqrt((QqmR)/(piepsilon_(0)))`

C

`3piRsqrt((piepsilon_(0)mR)/(Qq))`

D

`4piRsqrt((piepsilon_(0)mR)/(Qq))`

Text Solution

AI Generated Solution

To solve the problem of finding the time when a transverse pulse completes one revolution on a charged ring with a charge particle at its center, we can follow these steps: ### Step-by-Step Solution: 1. **Understanding the System**: - We have a ring of radius \( R \) with a total charge \( Q \) uniformly distributed along its circumference. - A charge \( q \) is placed at the center of the ring. ...
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