i) Use the residue theorem to evaluate 2z+6 dz, where c is the circle |z – i| = 2. Yc z2+4 z+3 ii) dz, Use Cauchy's integral formula (II) to evaluate P. 75+2z4 where c is the circle |z| = 1. %3D dz...

i)<br>Use the residue theorem to evaluate<br>2z+6<br>dz, where c is the circle |z – i| = 2.<br>Yc z2+4<br>z+3<br>ii)<br>dz,<br>Use Cauchy's integral formula (II) to evaluate P. 75+2z4<br>where c is the circle |z| = 1.<br>%3D<br>dz<br>iii)<br>Find an upper bound for 9.<br>dz, where c is the circle |z| = 4.<br>%3D<br>z*-5z²+6<br>

Extracted text: i) Use the residue theorem to evaluate 2z+6 dz, where c is the circle |z – i| = 2. Yc z2+4 z+3 ii) dz, Use Cauchy's integral formula (II) to evaluate P. 75+2z4 where c is the circle |z| = 1. %3D dz iii) Find an upper bound for 9. dz, where c is the circle |z| = 4. %3D z*-5z²+6

Jun 03, 2022

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i) Use the residue theorem to evaluate 2z+6 dz, where c is the circle |z – i| = 2. Yc z2+4 z+3 ii) dz, Use Cauchy's integral formula (II) to evaluate P. 75+2z4 where c is the circle |z| = 1. %3D dz...

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