A uniform disk radius R is cut in half so that the remaining half has mass M. (a

Question

A uniform disk radius R is cut in half so that the remaining half has mass M.

(a) What is the momentum of inertia of this half about an axis perpendicular to its plane through the point A?

(b) What would be the momentum of Inertia of a quarter of idsk with the mass M and radius R about an axis perpendicular to its plane through the point B?

(c) Calculate the momentum of inertia of a uniform solid cone about an axis through the center, assuming its mass is M, circular base radius is R and altitude h.

A uniform disk radius R is cut in half so that the remaining half has mass M. What is the momentum of inertia of this half about an axis perpendicular to its plane through the point A? What would be the momentum of Inertia of a quarter of idsk with the mass M and radius R about an axis perpendicular to its plane through the point B? Calculate the momentum of inertia of a uniform solid cone about an axis through the center, assuming its mass is M, circular base radius is R and altitude h.

Explanation / Answer

2/5MR^2

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