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Moment of inertia of a circular section about an axis perpendicular to the section is

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Correct Answer: Option C
Moment of inertia for a circular section about an axis perpendicular to the section is given by $$\frac{{\pi {{\text{d}}^4}}}{{32}}$$, where d is the diameter of the circle. Therefore, the correct answer is Option C.
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10 Comments
Shaikh Salman
Shaikh Salman 3 years ago
D right answer
Ashok Oraon
Ashok Oraon 5 years ago
Axis perpendicular means (Izz) polar moment of inertia
Saurav Saha
Saurav Saha 5 years ago
Answer is A
Saddam Ali
Saddam Ali 5 years ago
Polar moment of interia..
Atul Gupta
Atul Gupta 6 years ago
Iyy is also perpendicular..then why D is not correct
BK Ajit
BK Ajit 7 years ago
We have to use perpendicular axis theorem, that give (M.O.I)zz=(M.O.I)xx + (M.O.I)yy from that we get option (c) is correct
BK Ajit
BK Ajit 7 years ago
We have to use perpendicular axis theorem, that give (M.O.I)zz=(M.O.I)xx + (M.O.I)yy from that we get option (c) is correct
BK Ajit
BK Ajit 7 years ago
We have to use perpendicular axis theorem, that give (M.O.I)zz=(M.O.I)xx + (M.O.I)yy from that we get option (c) is correct
Ehsan Ahmad
Ehsan Ahmad 7 years ago
Ny body explain it
Asif Ahamed
Asif Ahamed 7 years ago
Answer D