Using the initiator and generator shown, draw the next two stages of the iterated fractal.
Complex Numbers
Plot each number in the complex plane: a) 4 b) –3i c) – 2 + 3i d) 2 + i
Compute: a) (2 + 3i) + (3 – 4i) b) (3 – 5i) – (–2 – i)
Multiply: a) b) c)
Multiply: a) b) c)
Plot the number . Does multiplying by move the point closer to or further from the origin? Does it rotate the point, and if so which direction?
Recursive Sequences
21. Given the recursive relationship , generate the next 3 terms of the recursive sequence.
