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Volume of solid of revolution using the shell method.

Volume of solid of revolution using the shell method.

Answer by Doug C. to Find the volume of a solid using the cylindrical shells method. y=x^3, y=8, x=0; rotated about x=7.

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Aaron and Shae on Instagram: "Here’s an outstanding example of a Shell fossil specimen that has been found and prepared by the Yorkshire Fossils Team, it is roughly 190 Million years old 😍🦕 The intricate details are truly something to behold! 🔬 For ammonite rocks to crack open, please visit our official online store yorkshirefossils.NET (link in bio) or message directly on Instagram @yorkshire.fossils 🦕 For more videos, check our YouTube / TikTok! 🏝 Thanks for supporting our page! 🐊 #natur

Aaron and Shae on Instagram: "Here’s an outstanding example of a Shell fossil specimen that has been found and prepared by the Yorkshire Fossils Team, it is roughly 190 Million years old 😍🦕 The intricate details are truly something to behold! 🔬 For ammonite rocks to crack open, please visit our official online store yorkshirefossils.NET (link in bio) or message directly on Instagram @yorkshire.fossils 🦕 For more videos, check our YouTube / TikTok! 🏝 Thanks for supporting our page! 🐊 #natur

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Shell Method

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Use the shell method to find the volume of the solid of revolution generated by revolving the region bounded by the graphs of the given equations about the indicated axis. y=e^-x^2, and the x -axis, from x=0 to x=2; about the y -axis | Numerade

Use the shell method to find the volume of the solid of revolution generated by revolving the region bounded by the graphs of the given equations about the indicated axis. y=e^-x^2, and the x -axis, from x=0 to x=2; about the y -axis | Numerade

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