Saturday

October 25, 2014

October 25, 2014

Posted by **l** on Thursday, May 17, 2012 at 11:48pm.

Choose a non-zero complex number c for f(z) = z2+ c. Find a complex number v that is in the escape set. Find a complex number w that is in the prisoner set. Graph the first five iterations of both v and w and connect them with line segments.

Find a complex number j that is in the Julia set.

I chose c=2i. I know that the escape set is any point that escapes to infinity under iteration. The prisoner set is a point that does not escape. The Julia set is the boundary between the escape set and the prisoner set.

I've looked in my textbook and online but nothing has exactly what I need. Thanks in advance for your help!

**Answer this Question**

**Related Questions**

Pre-Calculus - Hello! I'm stuck on how to do this problem and would appreciate ...

chemistry - How to find moles given oxidation numbers and chemical formula? ...

Coordination Chemistry - A particular metal ion octahedral complex has the same ...

Math - If z is a non-real complex number and z^2−26z is a real number, ...

pre-calc - what does multiplying a complex number by a real number do to its ...

Pre-calc - Find the standard form of the complex number shown below 5(cos7pi/6...

Math - If P(x) is a polynomial with P(–6) = –1.12 and P(–5) = 0.6 then which of ...

Math - Hello, I'm trying to find the following sequence that relates to the ...

Pre-Calc - I'm stuck on a pre-calc problem. I need to find y as a function of x...

math - Hello, i would like to know what is the complex number of : (a*c*d)×(-e*d...