Convert the complex number `z = (2 + 6sqrt(3)i) / (5 + sqrt(3)i)` in polar form.

Convert the complex number z = -6 + sqrt(2)i in polar form.

Write the complex number z= frac{1-i}{cos(pi/3)+i sin(pi/3)} in the polar form

Show that the points represented by the complex numbers 2 + 2i, -2 - 2i, -2sqrt(3) + 2sqrt(3) i in the Argand's plane form an equilateral triangle.

The complex number (i + sqrt 3 ) in polar can be written as :

Convert the complex numbers in polar form and also in exponential form. z = ( 2 + 6 sqrt3 i )/( 5 + sqrt3 i)

Convert the complex numbers in polar form and also in exponential form. z = - 6 + sqrt2 i

Convert the complex numbers in polar form and also in exponential form. (-3)/(2) + ( 3 sqrt3 )/( 2) i

Convert the complex number in polar form and also in exponential form: z= frac{2+6sqrt 3 i}{5+sqrt 3 i}

Convert the complex number in polar form and also in exponential form: z=-6+ sqrt 2 i