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A circular coil of radius 3m is arranged in XY plane with its centre at the origin as shown in figure. If magnetic field strengths at the points $P (1, \sqrt{3}, \sqrt{2})$ and $Q (\sqrt{2}, \sqrt{2}, \sqrt{2})$ are $B_{P}$ and $B_{Q}$ respectively (all the coordinates are in m), then $\frac{B_{P}}{B_{Q}}$ is

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Detailed Solution

Both the points P and Q are at a distance 2 units from the origin in the XY plane and $\sqrt{2}$ units distance from the XY plane. Hence magnitudes of B must be same. $\frac{B_{1}}{B_{2}} = 1$

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