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A disk initially at rest is given an angular acceleration of 12.0 rad/ s^2• What is its angular velocity after 10 s? What is its frequency then in revolutions per minute (rev/m in)? How many revolutions does it make during this time?
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A) dΩ = 12 * 10 = 120rad/s B) 120rad/s = 120*60 = 7,200rad/min = 1,146 rpm (because 2π rad = 1 rev) C) average rpm (because of linear angular acceleration) = 573rpm. t = 1/6mins, revs = 95.5
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