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A system consists of a point mass m=0.76kg and a uniform solid cylinder of mass Mcylinder=2.15kg...

A system consists of a point mass m=0.76kg and a uniform solid cylinder of mass Mcylinder=2.15kg and radius R=0.43m attached to both ends of a uniform rigid rod of mass Mrod=2.15kg and length L=2.71m, as shown in the figure. The system is free to rotate about the y axis, which is at a distance x away from the point mass. The y axis is parallel to the side of the cylinder and perpendicular to the length of the rod. Find the total moment of inertia of the system about the y axis if x = 0. Express your answer using two decimal places.

The center of mass rotational inertia  Irod = 1/12 ML2

The center of mass rotational inertia Icylinder = 1/2 MR2

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