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Suppose refractive index $μ$ is given as $μ = A + \frac{B}{λ^{2}}$ where A and B are constants and $λ$ is wavelength, then dimensions of B are same as that of

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Correct option is D

As μ= Velocity of light in vaccum Velocity of light in medium hence μ is dimensionless. Thus, each term on the RHS of given equation should be dimensionless, i.e., B/λ2 is dimensionless, i.e., B should have dimension of λ2, i.e., m2, i.e., area.

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Suppose refractive index μ is given as μ=A+Bλ2 where A and B are constants and λ is wavelength, then dimensions of B are same as that of

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Suppose refractive index $μ$ is given as $μ = A + \frac{B}{λ^{2}}$ where A and B are constants and $λ$ is wavelength, then dimensions of B are same as that of