Lesson Playlist: Volumes of Solids of Revolution Mathematics • Third Year of Secondary School
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05:51Identifying the Solid Resulted from the Revolution of the Region under the Curve of a Constant Function
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03:24Finding the Volume of the Solid Generated by the Revolution of the Region under the Curve of a Root Function about the 𝑥-Axis
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02:45Finding the Volume of the Solid Generated by the Revolution of the Region Bounded by a Parabola and the Curve of a Power Function about the 𝑦-Axis
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04:25Finding the Volume of a Solid of Revolution Bounded by a Parabola and a Circle
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03:29Finding the Volume of the Solid Generated by the Revolution of the Region Bounded by a Parabola around the 𝑥-Axis
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02:07Finding the Volume of the Solid Generated by the Revolution of the Region Bounded by Given Lines around the 𝑦-Axis
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05:03Finding the Volume of the Solid Generated by the Revolution of the Region Bounded by a Root Function of 𝑥 in Terms of 𝑦 about the 𝑦-Axis
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06:15Using Integration to Calculate the Volume of a Solid Whose Base and Cross Section Are Defined by a Curve and the Axes on the 𝑥𝑦 Plane
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03:10Finding the Volume of the Solid Generated by the Revolution of the Region Bounded by a Given Line around the 𝑥-Axis
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02:40Finding the Volume of the Solid Generated by the Revolution of the Region Bounded by a Parabola and a Line around the 𝑥-Axis
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08:14Finding the Volume of the Solid Generated by the Revolution of the Region Bounded by a Parabola and a Line around the 𝑦-Axis
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05:10AP Calculus AB Exam 1 • Section I • Part A • Question 21
