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The angle of dip if dip needleoscillatin...

The angle of dip if dip needleoscillating in vertical plane makes 40 oscillations per min in a magnetic meridian and 30 oscillations per minute in vertical plane at right angle to the magnetic meridian is

A

`theta=sin^(-1)(0.5625)`

B

`theta=sin^(-1)(0.325)`

C

`theta=sin^(-1)(0.425)`

D

`theta=sin^(-1)(0.235)`

Text Solution

Verified by Experts

The correct Answer is:
A

`T=2pisqrt(1)/(MB) or T' =2pisqrt(I)/(mv)'`
B=Total earth's field intensity
v= vertical component of B
`T'/T=sqrt(B)/(V)rArr(T)^(2)/(t6(2)=B/V`
but `V=BsinthetarArr(T')/(T^(2))=(1)/(sintheta)rArrsintheta=(T^(@))/(T'^(2))`
`T=60/40=(3)/(2)S`
Also, and `T'=60/30=2s`
`therefore sintheta=0.5625 rArr=sin^(-1)(0.5625)`
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