22.
h
is the dimension of
211
(1) Velocity
(2) Momentum
(3) Energy
(4) Angular momentum
Answers
Answered by
2
Answer:
(4) Angular momentum
Step-by-step explanation:
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Answered by
0
Answer:
We know that E=hν
where dimensions of Energy, E are ML
2
T
−2
and dimensions of frequency are inverse of Time Period, i.e. T
−1
Thus, ML
2
T
−2
=[h]T
−1
or, [h]=ML
2
T
−1
Now, angular momentum, L=Iω
where units of omega are inverse of time (rad/sec, where radian is dimensionless).
Units of I are ML
2
(because I is of the form kMx
2
)
Thus [L]=ML
2
T
−1
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