Modulus And Argument Of A Complex Number

Complex Numbers of Class 11

Modulus And Argument of A Complex Number

The modulus of a complex number z = x + iy denoted by |z| = Modulus and Argument of Complex Number . Clearly |z| = complex and the argument or the amplitude of a complex number is represented by the angle.

If −π < θ ≤ π then θ is known as the principal value of the argument and 2nπ + θ is called its general value.

Modulus and Argument of a Complex Number

Introduction
Conjugate Complex Numbers
Modulus And Argument Of A Complex Number
Euler's Theorem
Results On Moduli And Argument Of Complex Numbers
De Moivers Theorem
Complex Equation Of A Line
General Equation Of The Right Bisector Of The Line
General Equation Of A Circle
Exercise 1

Modulus And Argument Of A Complex Number

Complex Numbers of Class 11

Modulus And Argument of A Complex Number

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