find the intigral of complex number I_j =∫_(γj) xdz if j=1,2 and Y


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Question Number 138539 by mohammad17 last updated on 14/Apr/21

$f i n d t h e i n t i g r a l o f c o m p l e x n u m b e r$ $I_{j} = \int_{γ j} x d z i f j = 1, 2 a n d Y_{1} h e i s a c i r c l e$ $∣ z ∣= R$
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