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- Problem 5, Chapter 7, Section 7.4: Singularites, Zeros, and Poles from the Complex Analysis for Mathematics and Engineering textbook, 5th EditionIf z1 =3+4i and z2 =− 1+2i, find z1−3z2 and z1z2.(problem of complex number)Problem 16, Chapter 6, Section 6.3: The Cauchy-Goursat Theroem from the Complex Analysis for Mathematics and Engineering textbook, 5th Edition
- Problem 25 of Chapter 3, Section 3.3: Analytic and Harmonic Functions from Complex Analysis for Mathematics and EngineeringProblem 4, Chapter 6, Section 6.3: The Cauchy Goursat Theorem from the Complex Analysis for Mathematics and Engineering textbook, 5th editionProblem 5, Chapter 8, Section 8.2: Calculation of Residues from the Complex Analysis for Mathematics and Engineering textbook, 5th Edition
- Problem 1.2 (Complex Conjugation) Consider a complex number w = x + jy, having real part Re(w) = x and imaginary part Im(w) = y, with its complex conjugate defined as w∗ = x − jy. (a) Sketch the complex plane (i) the solution to |w − j2| = 2 and (ii) the solution to |w∗ − j2| = 2. Which number(s) are common to both solutions?Problem 4 .- Let the phasor be of magnitude 10 and angle pi/4Obtain its compact representation by the form eiΘ and what are its coordinates in the complex plane in terms of its projections on the real (x) and imaginary (y) axes?Problem 9.2.14 please Analytical math