VOLUMES OF SOLIDS OF REVOLUTION. Questions involving the area of a region between curves, and the volume of a solid formed when this region is rotated.
DO NOW: Find the volume of the solid generated when the region in the first quadrant bounded by the given curve and line is revolved about the x-axis.
Volume of Solid Revolution, Arc Length, and Surface Area of Revolution By: Pragya Singh and Arielle Berman *All cartoon images and references used in this.
Calc 7.2a
Details of Core Courses1
Section 6.1 Volumes By Slicing and Rotation About an Axis.
A Review Game A Review Game. Area between CurvesArea between Curves Volumes by SlicingVolumes by Slicing Volumes of Revolution Disk/Washer Cylindrical.
Applications of Integration Volumes of Revolution Many thanks to od/gallery/gallery.html.
SECTION 7.3 Volume. VOLUMES OF AN OBJECT WITH A KNOWN CROSS-SECTION Think of the formula for the volume of a prism: V = Bh. The base is a cross-section.
Volume of Solid Revolution, Arc Length, and Surface Area of Revolution
Section 7-3
