How do you find the argument of a complex number in polar form?
How do you find the argument of a complex number in polar form? The abbreviated polar form of a complex number is z = rcis θ, where r = √(x2 + y2) and θ = tan-1 (y/x). The components of polar form of a complex number are: r - It signifies absolute value or represents the modulus of the complex number. Angle θ - It is called the argument of the complex number. How do you represent an ellipse in complex numbers? The ellipse in the complex plane whose major axis is of length 4 and whose foci are at...