The dimensions of Planck’s constant equals to that of

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Accepted Answer

Correct answer: C. (c) Dimensions of Planck constant h= Energy Frequency= [ML^2T^-2 ] [T^-1 ]= [ML^2T^-1 ] Dimensions of angular momentum L =Moment of inertia I Angular velocity (f) = [ML^2 ] [T^-1 ]= [ML^2T^-1 ]

$The dimensions of Planck’s constant equals to that of$

Solution

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