Question

dimensional formula of Lc​

Answer 1

Answer:

Explanation:

Dimension of L is [ML^2I^-2T^-2]

Dimension of C is [M^-1L^2I^2T^4]

So dimension of LC is [T^2]

=>Dimension of 1/root(LC) is [T^-1]

Alternatively , 1/root LC represents resonant frequency in series LCR circuit . So it's unit must be second inverse and hence dimension [T^-1].

Answer 2

Answer:

Dimensions of Inductance(L) = [ML²T⁻²A⁻²]

Dimensions of Capacitance(C) =[M⁻¹L⁻²T⁴A²]

L x C =[ ML²T⁻²A⁻²] x [M⁻¹L⁻²T⁴A²]

=[T²]

LC=[T²]

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Explanation:

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