Show that the points representing the complex numbers ` 3+2i, 5i, -3+2i and -i ` form a square

Represent the complex numbers 2-2i

Show that the points representing the complex numbers (3+2i),(2-i) and -7i are collinear

Show that the points representing the complex numbers (3+ 3i), (-3- 3i) and (-3 sqrt3 + 3 sqrt3i) on the Argand plane are the vertices of an equilateral triangle

Show that the points representing the complex numbers 3+4i, 8-6i and 13+9i are the vertices of a right angled triangle.

Prove that the points representing the complex numbers 4+3i, 6+4i, 5+6i,3+5i are the vertices of a square.

Represent the complex number -2i in the polar form.

Express in the complex number (-5i)(i/8)

Find the area and nature of the triangle formed by the points represented by the complex numbers (3+3i),(-3-3i) and (-3sqrt(3)+3sqrt(3)i) .

The locus of the points representing the complex numbers z for which |z|-2=|z-i|-|z+5i|=0 , is

Represent the complex numbers z= 1 + sqrt3i into polar form