A certain CD has a playing time of 78 minutes. When the music starts, the CD is rotating at an angular speed of 4.50×1024.50×102revolutions per minute (rpm). At the end of the music, the CD is rotating at 2.00×1022.00×102 rpm. Find the magnitude of the average angular acceleration of the CD. Express your answer in rad/s².
Using 1st equation of motion
a = ( w2 - w1) /t
a = (2* 3.14 / 60)* ( 200 - 450) / (78* 60)
a = 5.59 x 10^-3 rad/sec^2
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A certain CD has a playing time of 78 minutes. When the music starts, the CD...
A certain CD has a playing time of 80 minutes. When the music starts, the CD is rotating at an angular speed of 4.60×1024.60×102 revolutions per minute (rpm). At the end of the music, the CD is rotating at 2.20×1022.20×102 rpm. Find the magnitude of the average angular acceleration of the CD. Express your answer in rad/s².
A certain CD has a playing time of 68 minutes. When the music starts, the CD is rotating at an angular speed of 5.00 × 10 2 revolutions per minute (rpm). At the end of the music, the CD is rotating at 2.30 × 10 2 rpm. Find the magnitude of the average angular acceleration of the CD. Express your answer in rad/s².
At the start of a CD it is spinning at a rate of 533 rpm (revolutions per minute). Just as the CD finishes playing it is spinning at a rate of 241 rpm. While playing, the CD undergoes a constant angular acceleration of -7.65·10-3 rad/s2. Find the angle through which the CD has rotated during its playing time. (in rad) B)Find the playing time.
At the start of a CD it is spinning at a rate of 525 rpm (revolutions per minute). Just as the CD finishes playing it is spinning at a rate of 231 rpm. While playing, the CD undergoes a constant angular acceleration of -7.93·10-3 rad/s2. Find the angle through which the CD has rotated during its playing time. (in rad) Find the playing time. (in s)
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