In a rectangle abcd bc=2ab the moment of inertia is maximum along axis through
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domalel4
gomole of He-
Total of moles
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Answer:
I ABOUT Z-- AXIS , PASSING THROUGH ONE CORNER
=mp²/12 + m4p²/12 = 5mp²/3
Explanation:
I=MOMENT OF INERTIA
I ABOUT X- AXIS , PASSING THROUGH ONE CORNER(ALONG LENGTH i.e bc. let ad = p , then bc=2p)= mp²/3
I ABOUT Y- AXIS , PASSING THROUGH ONE CORNER(ALONG LENGTH i.e AD) = 4mp²/3
I ABOUT Z-- AXIS , PASSING THROUGH ONE CORNER
=mp²/12 + m4p²/12 = 5mp²/3
I about COM ,x-axis=mp²/12 ,y-axis=4mp²/12 , z-axis=x+y=5mp²/12
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