y = 2 − x^2, y = |x|
sketch and find the area of the region determined
by the intersections of the curves
regular f - g of integral
The Attempt at a Solution
The absolute value puzzles me. How would it work then?
I mean we know how each equation looks like.
So I would do
integral of (2-x^2) - |x| from a to b
Now how would I get the intersection point and evaluate this integral with |x|?