If A=int_(t_(1))^(t_(2))(dt)/(B-t^(2)) where t represents the time and A B are dimensional quantities then dimensions of AB are
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Answer:
Dimension of b must be L
2
.
Dimension of P is M
1
L
2
T
−3
.
[at]=
M
1
L
2
T
−3
L
2
⇒[a]=M
−1
L
0
T
2
[
a
b
]=M
1
L
2
T
−2
which is same as torsional constant.
Explanation:
I am not pretty sure about that
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Answer:
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