Purely Real And Purely Imaginary Numbers Assignment Help
1.1.3 Purely Real and Purely Imaginary Numbers:
A complex number z is said to be purely real if;
Im(z) = 0
And purely imaginary if;
Re(z) = 0
Example: conjugate of z = 2 +5i is;
z = 2 – 5i
1.3 Modulus of a Complex number: Modulus of a complex number is denoted by |z| and is defined as:
Purely Real And Purely Imaginary Numbers Assignment Help By Online Tutoring and Guided Sessions at AssignmentHelp.Net
Email Based Homework Help in Purely Real And Purely Imaginary Numbers
To submit Purely Real And Purely Imaginary Numbers assignment click here.
Following are some of the topics in Complex Number in which we provide homework help:
Geometry Help | Calculus Help | Math Tutors | Algebra Tutor | Tutorial Algebra | Algebra Learn | Math Tutorial | Algebra Tutoring | Calculus Tutor | Precalculus Help | Geometry Tutor | Maths Tutor | Geometry Homework Help | Homework Tutor | Mathematics Tutor | Calculus Tutoring | Online Algebra Tutor | Geometry Tutoring | Online Algebra Tutoring | Algebra Tutors | Math Homework Helper | Calculus Homework Help | Online Tutoring | Calculus Tutors | Homework Tutoring