Question

Find the polar form of complex number 2+2i√3

Answer 1

Step-by-step explanation:

r=|z|=√(2)²+(2√3)²

=4

tan alpha=|2√3/2|

=tanΠ/3

alpha=Π/3

since x lies in the I quadrent

then amp of z=Π/3

therefor polar form is

4[cos(Π/3)+isin(Π/3)]