The radius of gyration of a rod of maa 100g and length 100cm about an axis passing through the centre of gravity and perpendicular to its length
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Hola User_____________________
Here is Your Answer...!!!
____________________________
⭐Actually welcome to the concept of the ROTATIONAL DYNAMICS...
⭐Basically after solving we get this....
for here the
⭐MOMENT OF INERTIA OF A ROD THROUGH ITS CENTRAL AXIS IS given by
⭐I = ML^2/12
⭐Since Radius of Gyration is given by
⭐I = MK^2
⭐so..
⭐K = Underoot I/M
______________________________
Hope it helps u.....☺
Here is Your Answer...!!!
____________________________
⭐Actually welcome to the concept of the ROTATIONAL DYNAMICS...
⭐Basically after solving we get this....
for here the
⭐MOMENT OF INERTIA OF A ROD THROUGH ITS CENTRAL AXIS IS given by
⭐I = ML^2/12
⭐Since Radius of Gyration is given by
⭐I = MK^2
⭐so..
⭐K = Underoot I/M
______________________________
Hope it helps u.....☺
Attachments:
Answered by
0
Hola User_____________________
Here is Your Answer...!!!
____________________________
⭐Actually welcome to the concept of the ROTATIONAL DYNAMICS...
⭐Basically after solving we get this....
for here the
⭐MOMENT OF INERTIA OF A ROD THROUGH ITS CENTRAL AXIS IS given by
⭐I = ML^2/12
⭐Since Radius of Gyration is given by
⭐I = MK^2
⭐so..
⭐K = Underoot I/M
______________________________
Hope it helps u.....☺
Attachments:
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