I think I've figured it out. Basically I took all the existing boundry curves/lines, and converted them. The Jacobian wasn't used. But I ended up getting a figure that looks like the area underneath from 0 to 1. Does that sound correct?
Alright, so I've got to "Find the image of the set after the given transformation."
is the square bounded by the lines
How do I do this? I've found the Jacobian to be but I don't even know how to use that for this problem. Can someone please start me in the correct direction.