Hi,

I need help wit this question part c i am unable to solve it can you please help

Question 3.2 (5 marks) Let z = 2+/3 + 6i a) Express B in polar form. b) Determine (2)8 in polar form, in terms of its principal argument. c) Determine all distinct values of z/*in polar form, in terms of their principal argument. Learning objectives (for your information only): * Use De Moivre's theorem to determine integer powers (positive and negative) of complex numbers in polar form. Show how to determine all of the possible roots of one on the complex plane. * Show how to use De Moivre's theorem to determine the roots of any complex number in polar form