Can someone help me with these problems and explain each step. Any help is appreciated.
Find the area of the regions enclosed by the lines and curves.
x = (tany)^2 and x = -(tany)^2, -Π/4 ≤y ≤ Π/4
Hello,
the enclosed area is calculated by the difference of functions:
and
The enclosed area is:
I've attached a diagram of this area.
EB
Last edited by earboth; Feb 5th 2007 at 02:10 AM.
Reason: incomplete answer