A flywheel with a diameter of 1.0 m and initially rotating at 500 rpm, rotate at 1000 rpm after 20 s. Assuming a constant angular acceleration, find the value of the angular acceleration.
"500\\ rpm=8.33\\ s^{-1}"
"1000\\ rpm=16.67\\ s^{-1}"
"\\omega=\\omega_0+\\epsilon t \\to \\epsilon=\\frac{\\omega-\\omega_0}{t}=\\frac{2\\pi\\nu-2\\pi\\nu_0}{t}="
"=\\frac{2\\pi\\cdot 16.67-2\\pi\\cdot8.33}{20}=2.62\\ (rad\/s^2)" . Answer
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