Complex Numbers: Introduction #!#iota `i`

Introduction to Numbers

Introduction OF Complex Numbers and Iota || Geometrical Representation and Forms OF Complex Number || Algebra OF Complex Number

Introduction OF Complex Number

Introduction OF complex number

Express of the complex number in the form a+iota b.[(1/3+i7/3)+(4+i1/3)]-(-4/3+i)'

The complex number z=ln i is

Represent the following complex numbers in the complex plane: (i) 1+2i (ii) 5+7i (iii) 0+0i (iv) i .

Prove that: (i) the sum of a complex number and its conjugate is real (ii) the product of a complex number and its conjugate is real.

Convert of the complex number in the polar form: i

Introduction of Complex Numbers | Algebra of Complex Numbers