Consider a uniform solid cylinder with length L =3 m and radius R = 2 m. The moment of inertia of thesolid cylinder about an axis through its center is12n kg.m². A piece of the cylinder at the center isremoved. The radius of the removed cylinder at thecenter is R = 1 m.What is the moment of inertia of the hollow cylinderabout the axis P, parallel and tangent to the innersurface of the hollow cylinder as seen in the figure.-- -- ---R = 2mL = 3 mL = 3 mPRiR = 2m(15.75)n kg.m^2(13.50)π kg.m^2(11.25)n kg.m^2(21.00)n kg.m^2(15.00)n kg.m^2(9.00)n kg.m^2

Given: Length of solid cylinder L=3m The radius of solid cylinder R1=2m The radius of hollow…

Answered: Consider a uniform solid cylinder with…

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