Represent `(1+2i)/(1-3i)`in the polar form.

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

Find the modulus and argument of each complex number and express it in the polar form. ( -1)/( sqrt2) + (-1)/(sqrt2) i

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

Convert the following in the polar form: frac{1+3i}{1-2i}

Convert the following in the polar form: frac{1+7i}{(2-i)^2}

Complex number z = frac{i-1}{cos(frac{pi}{3})+isin(frac{pi}{3}) in the polar form is

Represent 1+2i, 2-i, -3-2i, -2+3i by points in Argands diagram

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