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A Homogeneous Solid Cylinder of Mass M, Length L, and Radius

question 86

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  A homogeneous solid cylinder of mass m, length L, and radius R rotates about an axis through point P, which is parallel to the cylinder axis. If the moment of inertia about the cylinder axis is  mR<sup>2</sup>, the moment of inertia about the axis through P is A)  0.4mR<sup>2</sup>.<sup> </sup> B)   mR<sup>2</sup>.<sup> </sup> C)  2/3 mR<sup>2</sup>.<sup> </sup> D)  mR<sup>2</sup>.<sup> </sup> E)  1.5mR<sup>2</sup>.<sup> </sup> A homogeneous solid cylinder of mass m, length L, and radius R rotates about an axis through point P, which is parallel to the cylinder axis. If the moment of inertia about the cylinder axis is   A homogeneous solid cylinder of mass m, length L, and radius R rotates about an axis through point P, which is parallel to the cylinder axis. If the moment of inertia about the cylinder axis is  mR<sup>2</sup>, the moment of inertia about the axis through P is A)  0.4mR<sup>2</sup>.<sup> </sup> B)   mR<sup>2</sup>.<sup> </sup> C)  2/3 mR<sup>2</sup>.<sup> </sup> D)  mR<sup>2</sup>.<sup> </sup> E)  1.5mR<sup>2</sup>.<sup> </sup>mR2, the moment of inertia about the axis through P is


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