Comprehensive book that covers the basics of Complex analysis

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I am supposed to Graduate from Mathematics this year, but the course complex analysis is keeping me behind as I failed to pass the course in my final year.

I have downloaded several materials on complex analysis but I still don't have what I really need.

It is imminent I pass the course this year if I have to graduate. More than passing the course I want to have an A in the course as I believe I can but in other to do that I would like for a recommendation from a professional on a comprehensive book that covers pretty much everything on complex analysis and more importantly the following topics.

  1. Introduction to complex numbers
  2. Functions of Complex Variables
  3. Power series
  4. Complex integration
  5. Cauchy's theorem and its consequences
  6. Calculus of Residues
  7. Complex Sequences

Thanks in advance.

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I would recommend the following book to you :

It is easy to read ,contains the above topics and is particularly suitable for suitable for self-study as you will find most of the exercises with hints/solutions at the back of the chapter.

[Joseph_Bak,_Donald_J._Newman]_Complex_Analysis