Problem Eight. A solid sphere has a mass density given by p=por/R. The total mass is M = 2.0 kg and the radius is R = 1.0 m. At the instant shown, it's spinning at 70 RPM, but the period is decreasing by 2 min every second. 16. Find the power (in kW) that is being delivered to the sphere at the instant shown. Hint: The moment of inertia of a spherical shell rotating about its axis is I=MR². (A) 6.20 (B) 3.53 (C) 7.83 (D) 2.90 (E) 6.69

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Chapter1: Units, Trigonometry. And Vectors
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Problem Eight. A solid sphere has a mass density given by p=por/R. The total
mass is M = 2.0 kg and the radius is R = 1.0 m. At the instant shown, it's spinning
at 70 RPM, but the period is decreasing by 2 min every second.
16. Find the power (in kW) that is being delivered to the sphere at the instant
shown. Hint: The moment of inertia of a spherical shell rotating about its axis is
I = 3/MR².
(A) 6.20
(B) 3.53
(C) 7.83
(D) 2.90
(E) 6.69
R
Transcribed Image Text:Problem Eight. A solid sphere has a mass density given by p=por/R. The total mass is M = 2.0 kg and the radius is R = 1.0 m. At the instant shown, it's spinning at 70 RPM, but the period is decreasing by 2 min every second. 16. Find the power (in kW) that is being delivered to the sphere at the instant shown. Hint: The moment of inertia of a spherical shell rotating about its axis is I = 3/MR². (A) 6.20 (B) 3.53 (C) 7.83 (D) 2.90 (E) 6.69 R
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