A diabolo (see picture) travels on a string without slipping. (a) There are five kinematics variables in linear motion and five in rotational motion. Choose values for any three of these variables. None of them can be 0. (b) Draw a picture. (c) Set origin and axes. (d) Use the kinematics relationships to find the values of all the remaining kinematics variables, both linear and rotational.
A diabolo (see picture) travels on a string without slipping. (a) There are five kinematics variables in linear motion and five in rotational motion. Choose values for any three of these variables. None of them can be 0. (b) Draw a picture. (c) Set origin and axes. (d) Use the kinematics relationships to find the values of all the remaining kinematics variables, both linear and rotational.
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A diabolo (see picture) travels on a string without slipping.
(a) There are five
Choose values for any three of these variables. None of them can be 0.
(b) Draw a picture.
(c) Set origin and axes.
(d) Use the kinematics relationships to find the values of all the remaining kinematics variables, both linear and rotational.
Transcribed Image Text:Rey ang
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