Figure (a) shows a disk that can rotate about an axis at a radial distance h from the center of the disk. Figure (b) gives the rotational inertia I of the disk about the axis as a function of that distance h, from the center out to the edge of the disk. The scale on the I axis is set by la = 0.250 kg-m² and Ig = 0.750 kg-m². What is the mass of the disk? In |Axis 0.1 0.2 A (m) (a) (b) Number i Units

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Chapter1: Units, Trigonometry. And Vectors
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Figure (a) shows a disk that can rotate about an axis at a radial distance h from the center of the disk. Figure (b) gives the rotational
inertia I of the disk about the axis as a function of that distance h, from the center out to the edge of the disk. The scale on the I axis is
set by la = 0.250 kg-m² and Ig = 0.750 kg-m2. What is the mass of the disk?
|Axis
0.1
0.2
h (m)
(a)
(b)
Number
i
Units
Transcribed Image Text:Figure (a) shows a disk that can rotate about an axis at a radial distance h from the center of the disk. Figure (b) gives the rotational inertia I of the disk about the axis as a function of that distance h, from the center out to the edge of the disk. The scale on the I axis is set by la = 0.250 kg-m² and Ig = 0.750 kg-m2. What is the mass of the disk? |Axis 0.1 0.2 h (m) (a) (b) Number i Units
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