Problem One. A hollow cylinder with length L = 1.0 m, inner radiusa = 1.0 m, and outer radius b = 2.0 m, has a mass density given byP=Lo, where p, =1.0k..Find the moment of inertia of the cylinder (in kg-m³) if it spinsaround an axis along its center.1.) (A) 99(D) 76(В) 46(E) 53(C) 31A force given by F, = At , where A=4.0 % , is applied to the outer radius in a tangential direction. Asecond force given by F, = Bt², where B=3.0: , is also applied to the inner radius in a tangentialdirection that is opposite to the first force. If the cylinder starts from rest, find the power (in watts)delivered to the cylinder at 1 = 2.0 s.2.) (A) 0.27(B) 0.97(C) 0.51(D) 0.34(E) 0.62Find the angular displacement that is required for the cylinder to reach it's maximum angular speed.3.) (A) 0.27(B) 0.34(C) 0.52(D) 0.13(E) 0.62

(1) The mass of the cylinder be calculated as,

Answered: Problem One. A hollow cylinder with…

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