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What is Complex Numbers: Argand Diagram Analysis about?
The document presents three questions regarding complex numbers: 1) Draw an Argand diagram showing points A(3-i), B(3+i), and C((3+i)-(3-i)) representing the complex numbers u, u*, and u*-u. The figure formed by connecting these points is a rectangle. 2) Express u* / u in the form x + iy without a calculator. 3) Consider the argument of u*/u to prove that tan^-1(3/4) = 2tan^-1(1/3).
- Author
- Surendra Adhikari
- Language
- EN