$$\int\limits_{C}^{}dz/z$$

where c consists of three line segments:
From z = 1 to z = 1-i
From z = 1-i to z = -1-i
From z = -1-i to z = -1

Question

$$\int\limits_{C}^{}dz/z$$


where c consists of three line segments:
From z = 1 to z = 1-i
From z = 1-i to z = -1-i
From z = -1-i to z = -1

anonymous · Answer

At first I though this wasn't going to be so hard, but then I read the sub-instructions >_<

@amistre64 , @TuringTest , any insight on this one guys?


PS:  You did post ALL the contextual information for this one this time right @SkykhanFalcon ?  ;-)  (/me remembers your last super-challenging differentials question)

anonymous · Answer

There's no special initial conditions, restrictions, or anything like that right?

anonymous · Answer

:) yeah i remember, for now there is not :)

amistre64 · Answer

this appears to be the same question that was posted earlier

anonymous · Answer

@experimentX dude i could not do that :/

anonymous · Answer

and today is the last day :/

experimentx · Answer

which one??

anonymous · Answer

they are all connected

experimentx · Answer

i think i already did the first one.

anonymous · Answer

you found sqrt2-i(pi)/4

anonymous · Answer

i am not sure it is true or not

experimentx · Answer

what's the answer supposed to be??

anonymous · Answer

final answer should be -(pi)*i

experimentx · Answer

for question no 1??

anonymous · Answer

no they are connected each other book says only an answer and it is -(pi)*i

experimentx · Answer

O ... let's see for 2

experimentx · Answer

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