I have following question:
Evaluate $\iint_{R} \sqrt{|y-x^2|} dx dy$
where $R=[-1,1;0,2]$
I am not familiar with notation for the region $R$. My guess is that $R$ represents a rectangle.
Does it represent rectangle with vertices $\{(-1,0),(1,0),(1,2),(-1,2)\}$ or it represents something else?
Please help.