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The time period of oscillation of a bar ...

The time period of oscillation of a bar magnet suspended horizontaliy along the magnetic meridian is `T_(0)`. If this magnet is replaced by another magnet of the same size and pole strength but with double the mass, the new time period will be

A

`T_(0)/2`

B

`T_(0)/sqrt(2)`

C

`sqrt(2)T_(0)`

D

`2T_(0)`

Text Solution

Verified by Experts

The correct Answer is:
C

`T=2pi sqrt(I/(MB_(H)))impliesT prop sqrt(I) prop sqrt(w) implies T^(')=sqrt(2)T_(0)`
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