COMPLEX NUMBERS | STANDARD LOCI IN THE ARGAND PLANE, SQUARE ROO

OMR|Modulus Of A Complex Number|Properties Of Modulus Of A Complex Number|Argand Plane|Questions|Polar Form Of A Complex Number

Square Root of Complex Number

Representation OF complex number in argand plane || Addition , Subtraction and multiplication OF complex numbers || Conjugate OF complex number

Consider the region S of complex numbers a such that |z^(2) - az + 1|=1 , where |z|=1 . Then area of S in the Argand plane is

Square Root OF a Complex Number|| Euler form OF Complex Number|| Illustration

Represent the modulus of 1+I, in the Argand plane.

The complex numbers z_1=2+5i , z_2=3-4i and z_3=-4+i are represented by the points A, B and C respectively on an Argand diagram. Sketch the Argand diagram

Plot the complex number - 6 + 7i on the Argand plane.

Plot the complex number -3 + 7i on the Argand plane.

Plot the complex number -4 + 5i on the Argand plane.