Its been two weeks since I've joined this site, and I have received wonderful answers to my complex number questions at the shortest time. I am specially very weak in Complex numbers, and I see such great answers that I wish I could see the solutions to the problems like how the users who answered does. Let's get to the question:
I am looking for a good in depth complex number book for my standard, a book that will help me understand this chapter well. I have posted on this post some of the questions that I have had, so that it gives an idea to what standard I am looking for.
I have seen posts looking for complex analysis books, but those books are too advanced level for me.
The basic summary of my complex analysis course:
Questions I have struggled with:
Here are some of the actual problems that I have had, so it gives a very good idea of the types of questions I struggled:
How to express $z^8 − 1$ as the product of two linear factors and three quadratic factors
How to find $\omega^7$ and $\omega^6$ from $\omega^5+1=0$
How to find the roots of $(w−1)^4 +(w−1)^3 +(w−1)^2 +w=0$
How to find the roots of $(\frac{z-1}{z})^5=1$
No matter even though I understand one question, when I attempt a different to question, it uses a different strategy. So I think I'll be able to look at problems at a better angle, if I have a good book that suits me