0. A thin uniform rod of mass M and length L has a
small block of mass M attached at one end. The
moment of inertia of the system about an axis
through its CM and perpendicular to the length of
the rod is
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moment of inertia of rod about its centre will be
Ml^2/12
moment of intertia after block is attached to it=ML^2/12 +ML^2/4
=4ML^2/12
=ML^2/3
hope it helps
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Answer:
PLEASE MARK ME AS BRAIN LIST PLEASE
HERE WE APPLY THEOREM OF PARALLEL AXIS
I0 MOVEMENT OF INERTIA OF RED LENGTH L ABOUT ITS AXIS
IB MOVEMENT INERTIA OF ROD AT ITS END
IB=I0+M(L/2)WHOLE POWER 2
IB=I0+ML POWER 2/4
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