Algebra Series  Concepts and Formulas™
Graphical Interpretation of Complex Numbers, Calculations of Roots (ALGCF21)
This sheet provides a comprehensive review of all of the most important topics, concepts and formulas fully covering graphical interpretation of complex numbers and the calculations of roots, explained in detail, with detailed illustrations. Unlike charts and notes, this Concepts and Formulas™ sheet anticipates and answers questions about how to use the concepts  how to solve problems with them, it doesn't just list facts and formulas.
Click here to download. (Guaranteed to be virus free.)
Format: selfcontained ebook 711 kB. Click here for registration (activation) information after purchase.
Topics Covered:
 The Complex (Argand) plane
 The Real and Imaginary axes
 Standard form of a complex number
 Rectangular (Cartesian) form of a complex number
 The Modulus of a complex number
 Argand diagrams
 Graphical addition and subtraction of complex numbers
 The Triangle method of combining complex numbers
 The Polygon method of combining complex numbers
 Trigonometric form of a complex number
 The Argument of a complex number
 Polar form of a complex number
 How to multiply complex numbers in trigonometric form
 How to divide complex numbers in trigonometric form
 De Moivre's theorem
 How to calculate nth roots of complex numbers
This ebook can only be read on the computer on which it was registered. Each purchase grants the license for use on only one computer.
System requirements: Windows 95, 98, 98SE, 2000, NT, Me, XP or Vista; at least 256 MB of RAM (memory) What are ESheets™?
All Downloads
Related Stuffed Sheets™:
Algebra Series:
Graphing Fundamentals 1  Relations and Functions, Function Tests (ALGCF9)
Graphing Fundamentals 2  Symmetries, Intercepts, Zeros and Slopes (ALGCF10)
Graphing Fundamentals 3  Maxima and Minima, Lines and Translations (ALGCF11)
Fundamental Properties and Operations on Complex Numbers (ALGCF20)
Quadratic Functions, Techniques for Solution of Quadratic Equations (ALGCF22)
Trigonometry Series:
Trigonometric Functions and Applications (TRGCF2)
Periodicity and Trigonometric Graphs (TRGCF3)
Trigonometric Identities 1 (TRGCF5)
Vectors (TRGCF8)
Analytic Geometry Series:
Lengths, Segment Divisions, Areas and Circles (ANGCF1) 
