*49. |Multiple-Concept Example 11 provides some pertinent back- ground for this problem. A pendulum is constructed from a thin, rigid, and uniform rod with a small sphere attached to the end opposite the pivot. This arrangement is a good approximation to a simple pendulum (period = 0.66 s), because the mass of the sphere (lead) is much greater than the mass of the rod (aluminum). When the sphere is removed, the pendulum is no longer a simple pendulum, but is then a physical pendu- lum. What is the period of the physical pendulum?

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Chapter1: Units, Trigonometry. And Vectors
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*49.
|Multiple-Concept Example 11 provides some pertinent back-
ground for this problem. A pendulum is constructed from a thin, rigid,
and uniform rod with a small sphere attached to the end opposite the
pivot. This arrangement is a good approximation to a simple pendulum
(period = 0.66 s), because the mass of the sphere (lead) is much greater
than the mass of the rod (aluminum). When the sphere is removed, the
pendulum is no longer a simple pendulum, but is then a physical pendu-
lum. What is the period of the physical pendulum?
Transcribed Image Text:*49. |Multiple-Concept Example 11 provides some pertinent back- ground for this problem. A pendulum is constructed from a thin, rigid, and uniform rod with a small sphere attached to the end opposite the pivot. This arrangement is a good approximation to a simple pendulum (period = 0.66 s), because the mass of the sphere (lead) is much greater than the mass of the rod (aluminum). When the sphere is removed, the pendulum is no longer a simple pendulum, but is then a physical pendu- lum. What is the period of the physical pendulum?
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