Area bounded by curves using integration
1 like385 views
This document provides instructions for finding the area of two regions bounded by curves. The first region is bounded by the parabola y=9-x2 and the x-axis, and the second region is bounded by the parabolas y=x2 and y=-x2+4x.
1 of 2
More Related Content
More from physics101 (20)
Ad
Area bounded by curves using integration
- 1. Find the area bounded by y=9-x2 and the x-axis.
- 2. Find the area of the region bounded by curves y=x2 and y= -x2 + 4x.