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In terms of resistance (R) and time (T) the ratio $\frac{μ}{\in}$ is equal to (where $μ =$ permeability , $\in =$ permittivity)

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RT−2

R2T−1

R2T−2

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detailed solution

Correct option is C

Dimensional Formula of μ=MLT−2I−2Dimensional Formula of ∈=M−1L−3T4I2Dimensional Formula of R=ML2T−3I−2Dimensional Formula of μ∈=M2L4T−6I−4 =R2

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In terms of resistance (R) and time (T) the ratio μ∈ is equal to (where μ= permeability ,∈= permittivity)

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In terms of resistance (R) and time (T) the ratio $\frac{μ}{\in}$ is equal to (where $μ =$ permeability , $\in =$ permittivity)