A disk turns through an angle of β(t)=Ct2 -
Bt3 where C=3.20 rad/s2 and B= 0.500
rad/s3.
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Physics
A disk turns through an angle of β(t)=Ct2 -Bt3 where C=3.20 rad/s2 and B= 0.500rad/s3. Calculate the angular acceleration α(t) and velocity w(t) as afunction of time.
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C 32 rads2B 05 rads3Angle through which the disk turns is given byt Ct2 Bt3t 32t2 05t3Angular velocity is the rate of change of
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