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Solve Prob. 16.69 , assuming that the sphere is replaced by a uniform thin hoop of radius $r$ and mass $m$.

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The object undergoes rotation and translation. Study them separately. The total acceleration of any point on the object will be the sum of the acceleration of translation and that of rotation.

Physics 101 Mechanics

Chapter 16

Plane Motion of Rigid Bodies: Forces and Accelerations

Section 1

Kinetics of a Rigid Body

Motion Along a Straight Line

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Lectures

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In physics, kinematics is the description of the motion of objects and systems in the frame of reference defined by the observer. An observer has to be specified, otherwise the term is meaningless.

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In mathematics, a position is a point in space. The concept is abstracted from physical space, in which a position is a location given by the coordinates of a point. In physics, the term is used to describe a family of quantities which describe the configuration of a physical system in a given state. The term is also used to describe the set of possible configurations of a system.

01:20

solid sphere of mass and r…

02:51

(a) Use the result of Prob…

01:54

Locate the $\mathrm{c}, \m…

03:42

A hollow sphere and a unif…

00:57

9 A A solid sphere of mass…

02:48

A uniform sphere has mass …

01:21

Locate the c.m, of a unifo…

05:44

A uniform solid sphere of …

03:10

A uniform sphere with mass…

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A uniform metal sphere of …

02:08

Repeat the preceding probl…

01:42

A sphere of mass $M$ and r…

09:31

A sphere of radius $r$ and…

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