A rubber ball is tied to a 3-meter string and revolves around an erect pole at a velocity of 7.5 m/s every five (5) seconds. What is the ball’s angular acceleration in radians per square second?
The angular acceleration
"\\beta=a_{\\tau}\/R=\\frac{\\Delta v}{\\Delta t}\/R\\\\\n=\\frac{7.5\\:\\rm m\/s}{5\\:\\rm s}\/3\\:\\rm m=0.5\\:\\rm rad \/s^2"
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