‘3’ and ‘4’ intersect at a common point. Match the following.
From a uniform disc of mass M and radius R, a concentric disc of radius R/2 is cut out. For the remaining annual disc: I 1 is the moment of inertia about axis ‘1’, I 2 about ‘2’, I 3 about ‘3’ and I 4 about ‘4’. Axes ‘1’ and ‘2’ are perpendicular to the disc and ‘3’ and ‘4’ are in the plane of the disc. Axes ‘2’, ‘3’ and ‘4’ intersect at a common point. Match the following.
26
Sep
From a uniform disc of mass M and radius R, a concentric disc of radius R/2 is cut out. For the remaining annual disc: I 1 is the moment of inertia about axis ‘1’, I 2 about ‘2’, I 3 about ‘3’ and I 4 about ‘4’. Axes ‘1’ and ‘2’ [...]
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'3' and '4' intersect at a common point. Match the following. ,
a concentric disc of radius R/2 is cut out. For the remaining annual disc: I 1 is the moment of inertia about axis '1' ,
From a uniform disc of mass M and radius R ,
I 2 about '2' ,
I 3 about '3' and I 4 about '4'. Axes '1' and '2' are perpendicular to the disc and '3' and '4' are in the plane of the disc. Axes '2' ,