- #1
randybryan
- 52
- 0
I have to evaluate this line integral in the complex plane by direct integration, not using Cauchy's integral theorems, although if I see if a theorem applies, I can use it to check.
[tex]\int (z^2 - z) dz[/tex]
between i + 1 and 0
a) along the line y=x
b) along the broken line x=0 from 0 to 1, and then y=i, from 0 to i
I really have no idea how to tackle this
[tex]\int (z^2 - z) dz[/tex]
between i + 1 and 0
a) along the line y=x
b) along the broken line x=0 from 0 to 1, and then y=i, from 0 to i
I really have no idea how to tackle this