If apparent dip at a place 45° to the magnetic
meridian is 30°, then true dip at that place will be
(1) 30°
(2) 45°
(3) Less than 30° (4) Greater than 30°
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Explanation:
Given If apparent dip at a place 45° to the magnetic meridian is 30°, then true dip at that place will be
(1) 30°
(2) 45°
(3) Less than 30° (4) Greater than 30°
- Now S’ = 30 degree, θ = 45 degree s = ?
- Now kinetic field Bh’ = Bh cos θ
- = Bh cos 45
- So Bh’ = Bh / √2 -----------1
- Now tan Δ’ = Bv / Bh’ (vertical component of magnetic field)
- So Bv / Bh’ = Bv / Bh / √2
- Or Bv / Bh’ = √2 Bv / Bh
- Or tan Δ’ = √2 tan Δ
- Or tan Δ = 1/√3 x √2
- Or tan Δ = 1 / √6
- Or Δ = tan ^-1 (1 / √6)
Or it will be 22.2 degree
Reference link will be
https://brainly.in/question/3191177
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