A fan blade is initially rotating an angular speed of 4.6 rpm. It slows down and eventually comes to rest in a time of 32 seconds after turning through a total of 8.8 revolutions. Find
a) the angular speed in rad/s
b) the average angular velocity and
c) the average angular acceleration of the fan blade.
"\\omega=2\\pi\\nu=28.9~\\frac{rad}s,"
"<\\omega>=\\frac{\\omega+0}2=0.5\\omega=14.5~\\frac{rad}s,"
"\\varepsilon=\\frac{\\omega^2}{2\\varphi}=7.6~\\frac{rad}{s^2}."
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