- #1
simba_
- 19
- 0
Evaluate
[tex]\int[/tex][tex]\int[/tex] xy dxdy
where D is the triangular region {(x,y) element of R2| x+y <= 3, x >=0, y >= 0}
( You have to work out the limits of the integrals from the region D)the bit i get confused about in these questions are the limits of the integrals
So i just want to check my answer. I got the limits of the y integral to be (3,0) and the limits of the x integral to be (3,0)
so my answer was 20.25, is that right??
[tex]\int[/tex][tex]\int[/tex] xy dxdy
where D is the triangular region {(x,y) element of R2| x+y <= 3, x >=0, y >= 0}
( You have to work out the limits of the integrals from the region D)the bit i get confused about in these questions are the limits of the integrals
So i just want to check my answer. I got the limits of the y integral to be (3,0) and the limits of the x integral to be (3,0)
so my answer was 20.25, is that right??