Question

state the value of moment of inertia of road,ring,disc,cylinder,sphere about an axis passing through center of mass and about different possible axes like diameter, tangent​

Answer 1

Explanation:

hey mate here is your answer

MI of rod

• about its centre and perpendicular=ML^2/12
• perpendicular to it and passing through end=ML^2/3

MI of solid sphere

• about its diameter=2/5 ×MR^2
• about its tangent=7/5×MR^2

MI of Disc

• passing through centre and perpendicular=1/2×MR^2
• about diameter=1/4×MR^2
• tangent and perpendicular to plane=3/2×MR^2
• passing through centre and in plane=5/4×MR^2

MI of hollow sphere

• about its diameter=2/3×MR^2

MI of ring

• passing through centre and perpendicular=MR^2
• about diameter=1/2×MR^2

MI of cylinder

• passing through geometric axis=1/2×MR^2
• passing through centre and perpendicular to plane = M(1/4×R^2 +1/12×l^2)

PLEASE MARK BRAINLIEST