- #1
yosimba2000
- 206
- 9
Homework Statement
The goal is to verify Stoke's Theorem. I've uploaded the image showing the problem and diagram. I'd like to get a double check on my work as I work on part b.
Homework Equations
Curl in cartesian coords and vector E.
Integral of E dot dl = Integral of (Curl of E) dot dS
The Attempt at a Solution
Performing the line integral first. I've uploaded my paper work because I don't know how to write it all in here.
To clarify some points, the bottom of the triangle is at y=0, the right side is y = -x+2, and the left side is y = x.
The arrows you see next to the equations represent which side of the triangle it references.
Anyway, my solution comes out to -3, but I can't seem to get a matching solution when doing the curl. I'll upload the curl work when I finish it soon.
*edit* So I've done the curl and it comes out to 1.5
What am I doing wrong? I've uploaded to Imgur because you can zoom in easier.
Problem: https://imgur.com/a/GCPYH
Line integral: https://imgur.com/a/9StaQ
Curl part 1: https://imgur.com/a/CmWlO
Curl part 2: https://imgur.com/a/ujK6F[/B]
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