A horizontal circular disc with radius r = 0.9681m rotates around its own axis. How long does it take for the disc to spin 1.34 revolutions if the angular velocity is w(t) = 3.343t rad/s?
"\\varphi=\\frac{\\varepsilon t^2}{2},\\\\t=\\sqrt{\\frac{2\\varphi}{\\varepsilon}}=\\sqrt{\\frac{4\\pi n}{\\varepsilon}},"
"t=\\sqrt{\\frac{4\\cdot 3.14\\cdot 1.34}{3.343}}=2.2~s."
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