The region above the x-axis and below the curve π¦ = π βπ₯ πππ 0 β€ π₯ β€ β is rotated around the x-axis. Find the volume of the solid generated.
"V=|\\int^{\\infin}_0\\pi(e^{-x})^2dx|=|\\frac{\\pi}{2e^{2x}}|^{\\infin}_0|=\\pi\/2"
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