The curve for the moment of inertia of a disc of
constant mass M versus distance of axis from its
centre ?
Answers
Answered by
2
Answer:
The moment of inertia about an axis passing through center of mass is called I
cm
=MR
2
and for an axis parallel
to the old axis at a distance x will be I=I
cm+Mx 2
, by Parallel axis theorem
As we can see that I
cm
is a constant. so the graph will be like the parabola x 2
=4ay shifted in +y direction.
So the I versus graph will be like that in option B.
Answered by
5
The moment of inertia about an axis passing through center of mass is called I
cm =MR ²
and for an axis parallel
to the old axis at a distance x will be I=I cm +Mx²
, by Parallel axis theorem
As we can see that I cm is a constant. so the graph will be like the parabola x² =4ay shifted +y direction.
So the I versus graph will be like that in option B.
HOPE THIS HELPS YOU ❤️
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