What is the Frequency of Oscillation for a Gibbon Hanging on a Tree Branch?

AI Thread Summary
The discussion focuses on calculating the frequency of oscillation for a gibbon swinging from a tree branch. Key parameters include the gibbon's center of mass at 0.481 m from the branch and a rotational inertia to mass ratio of I/m = 0.256 m². Participants are encouraged to attempt solving the problem and share their progress to receive targeted assistance. The importance of showing work is emphasized to facilitate better guidance. Accurate calculations will lead to a clearer understanding of the gibbon's oscillation frequency.
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A gibbon, hanging onto a horizontal tree branch with one arm, swings with a small amplitude. The gibbon's center of mass is 0.481 m from the branch and its rotational inertia divided by its mass is I/m = 0.256 m2. Estimate the frequency of oscillation.
 
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Have you tried solving the problem yet? We need to know where you are having difficulty before trying to help. In other words: Show us your work.
 
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