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The work done in turning a magnet of mag...

The work done in turning a magnet of magnetic moment 'M' by an angle of `90^(@)` from the meridian is 'n' times the corresponding work done to turn it through an angle of `60^(@)`, where 'n' is given by

A

` n = ( 1 )/( 2 ) `

B

` n = 2 `

C

`n = ( 1 )/(4 ) `

D

`n = 1 `

Text Solution

Verified by Experts

The correct Answer is:
B

Work done
W = MB ( ` cos theta _ 1 - cos theta _ 2 ` )
In first case, ` theta _ 1 = 0 and theta _ 2 = 90 ^@ `
` W _ 1 = MB ( cos 0 ^@ - cos 90 ^@) = MB `
In second case ` theta _ 1 = 0 ^@, theta _ 2 =60 ^@`
` rArr W _ 2 = MB ( cos 0 ^@ - cos 60 ^@) `
` W _ 2 = MB( 1 - ( 1 ) / ( 2 )) = ( MB) /( 2 ) `
Given, ` W _ 1 i = n W _ 2 `
` therefore MB = n ( MB) / ( 2 ) `
` rArr n = 2 `
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