Solve

Consider two complex numbers w and z given below in rectangular form. Through the following prompts you will determine the product n = wz : w = -V3 - i 5 5V/3 2 2 Find the modulus and argument [0, 27) for w: Find the modulus and argument [0, 27) for z: 2 = Determine the modulus and argument [0, 27) for n - wz using de Moivre's Product Theorem, which multiplies moduli and adds angles: 171 = 120/121 = On = Ow + 0z = Using the information above, write n = wz in the polar form In| (cos 0, tisin 07,) : 1 = wx : Convert n from polar form to rectangular form: 1 = wz =