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# Ladybugs - Ladybugs on a Rotating Disk Two ladybugs sit on...

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G. Now assume that at the moment pictured in the figure, the disk is rotating but slowing down. What is the direction of the tangential component of the acceleration (i.e. acceleration tangent to the motion) of ladybug 2? [ Print ] Moment of Inertia and Center of Mass for Point Particles Ball A, of mass , is connected to ball B, of mass , by a massless rod of length . The two vertical dashed lines in the figure, one through each ball, represent two different axes of rotation, axes a and b . These axes are parallel to each other and perpendicular to the rod. The moment of inertia of the two-mass system about axis a is , and the moment of inertia of the system about axis b is . It is observed that the ratio of to is equal to 3: Assume that both balls are pointlike; that is, neither has any moment of inertia about its own center of mass. A. Find the ratio of the masses of the two balls. Express your answer numerically. = 1/3 B. Find , the distance from ball A to the system's center of mass. Express your answer in terms of , the length of the rod. = 3*L/4 [ Print ]
Scaling of Moments of Inertia Learning Goal: To understand the concept of moment of inertia and how it depends on mass, radius, and mass distribution. In rigid-body rotational dynamics, the role analogous to the mass of a body (when one is considering translational motion) is played by the body's moment of inertia. For this reason, conceptual understanding of the motion of a rigid body requires some understanding of moments of inertia. This problem should help you develop such an understanding.

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Ladybugs - Ladybugs on a Rotating Disk Two ladybugs sit on...

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