Ok, I know it has been forever since I updated. Shame on me! This update is dedicated to Joseph though....only cause he has been on my case about it! :p
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1. a) Calculate the line integral of [(x - y)dx + (x + y)dy]/(x^2 + y^2) around C: the unit circle centered at the origin
1. b) If C1 and C2 are non-intersecting (or was it non-self-intersecting) simple closed curves around the origin, then show that the line integral of [(x - y)dx + (x + y)dy]/(x^2 + y^2) along C1 and C2 = the previous result.
For some reason I cannot get that!
Anyways. yeah. Were getting married. And going to have 3-4 kids. And a beagel! haw. And I suck at tests :( always fail them.
Comments 1
Main problem that always got me was
1. a) Calculate the line integral of [(x - y)dx + (x + y)dy]/(x^2 + y^2) around C: the unit circle centered at the origin
1. b) If C1 and C2 are non-intersecting (or was it non-self-intersecting) simple closed curves around the origin, then show that the line integral of [(x - y)dx + (x + y)dy]/(x^2 + y^2) along C1 and C2 = the previous result.
For some reason I cannot get that!
Anyways. yeah. Were getting married. And going to have 3-4 kids. And a beagel! haw. And I suck at tests :( always fail them.
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