Question: 4. Solve for the complex value z = a + bi or z = |z|cis(theta) (that is, you may give your answer in either form):
4. Solve for the complex value z = a + bi or z = |z|cis(theta) (that is, you may give your answer in either form): ( Keep Demoivre's theorem in mind)
(a) iz = |4 - 3i| - (2 - i)(3 + i)
(b) iz - (2 + i)2 = 2 + i
(c) z4 = - 1
(d) z3 = - 8
(e) z3 = - 1 + i
Step by Step Solution
There are 3 Steps involved in it
Get step-by-step solutions from verified subject matter experts
