The dimensions of angular momentum, latent heat and capacitance are, respectively.
ML2T1A2,L2T−2M−1L−2T2
MLT2,L2T2,M−1L−2T4A2
ML2T−1,L2T−2,ML2TA2
ML2T−1,L2T−2,M−1L−2T4A2
A
ML2T1A2,L2T−2M−1L−2T2
B
MLT2,L2T2,M−1L−2T4A2
C
ML2T−1,L2T−2,ML2TA2
D
ML2T−1,L2T−2,M−1L−2T4A2
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Solution
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For angular momentum:
[L]=mvr=[ML2T−1]
The latent heat: Latent Heat =Qm=[L2T−2]
The capacitance is given as: [C]=qV=q2W
ATATML2T−2=[M−1L−2T4A2].
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