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Grade 11Physical Chemistry

calculate the radius of gyration of a hoop of radius 5 centimetre rotating about an Axis passing through its centre and normal to its plane

Profile image of yogesh kumar
6 Years agoGrade 11
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2 Answers

Profile image of Arun
6 Years ago
The radius of gyration of a hoop of  radius 5.00 cm rotating about an axis passing through its centre and normal to its plane.
I(tangent) = 2/5 Ma² + MR²
∴  I(tangent) = 7/5 MR²
∴ Mk² = 7/5 MR²
∴ k = √(7/5 x 5² = √35 cm
 
Profile image of Vikas TU
6 Years ago
Dear student 
The radius of gyration of hoop of Radius 5.00cm rotating about an axis passing through its centre and normal to its plane 
I(tangent) = 2/5 Ma^2 + MR^2 
MK^2 = 7/5 MR^2 
K^2 = 7/5 R^2 
k = sqrt(35) 
Hope this information will clear your doubts about the topic .
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