About this document
Volume of Solids of Revolution by fariha is a document available to read on EtoBox.
The document discusses calculating volumes of solids of revolution using definite integrals. It explains that rotating a region about an axis forms a solid. The volume can be calculated by dividing the region into thin disks/rings and using disk/washer method formulas involving π and integrals. Examples calculate volumes of solids formed by rotating regions under curves between limits about the x-axis and y-axis. Homework problems practice finding volumes of additional solids of revolution.
- Author
- fariha
- Language
- EN