state perpendicular axis theorem and by using the theorem deduce the moment of inertia of the circular disc about an axis passing through the diameter
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1
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terboclosis is the better way
Answered by
0
Answer:
According to perpendicular axis theorem, I
Z
=I
X
+I
Y
We know that I
X
=I
Y
due to the geometrical symmetry of
the disc, where I
X
and I
Y
are M.I. of the disc about an axis passing through its diameter.
⇒ I
Z
=I
X
+I
Y
⇒I
X
=I
Y
=
2
I
Z
Where, I
Z
=ML of the disc about Z−axis passing through
its centre perpendicular to its plane =mr
2
/2
∴M.I. about diameter =I
X
=I
Y
=
4
1
MR
2
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