- #1
Brad_Ad23
- 502
- 1
It has been a long while since I've done any multiple integral stuff and I must say this question posed to me has me stumped, even though I suspect it is trivial.
1. Find the volume of the of the region bounded by the first octant and x+z=3 and y+5z=15
I figure since it is in the first octant of 3D Euclidean coordinate system the lower bound should involve at some point x,y,z = 0, and I think I also need to get the point of intersection of the two planes, which I came up with as y = 5x which I have no idea if it is helpful or not. So some guidance would be appreciated if possible!
1. Find the volume of the of the region bounded by the first octant and x+z=3 and y+5z=15
I figure since it is in the first octant of 3D Euclidean coordinate system the lower bound should involve at some point x,y,z = 0, and I think I also need to get the point of intersection of the two planes, which I came up with as y = 5x which I have no idea if it is helpful or not. So some guidance would be appreciated if possible!