Question

Assignments Course Content Homework 1451.pdf Department of Mathematics, Statistics, and Physics Show all your work in order to get full credit. Every student has to submit the answers by Sunday, 22-Sept. -2019 Q1:(10 pts) Assume $z = x + iy$, then find a complex number $z$ satisfying the given equation. a. $z^2 - 2z + 7 - 6i = 0$ b. $\frac{z}{1+2i} = 3 + 4i$ c. $2z + \frac{z}{1+3i} = \frac{2i}{1+i}$ d. $2z^2 + 2z + 1 = 0$

          Assignments
Course Content
Homework 1451.pdf
Department of Mathematics, Statistics, and Physics
Show all your work in order to get full credit.
Every student has to submit the answers by Sunday, 22-Sept. -2019
Q1:(10 pts) Assume $z = x + iy$, then find a complex number $z$ satisfying
the given equation.
a. $z^2 - 2z + 7 - 6i = 0$
b. $\frac{z}{1+2i} = 3 + 4i$
c. $2z + \frac{z}{1+3i} = \frac{2i}{1+i}$
d. $2z^2 + 2z + 1 = 0$