How do you find the area between #y=x^3# and #y=6-x#?
1 Answer
Feb 10, 2017
There is no region bounded by just those two curves. So there is no area. (Or no finite area, if you prefer.)
Explanation:
Here is the graph:
graph{(y-x^3)(y-6+x)=0 [-15.22, 16.82, -4.36, 11.66]}
