\(\left| {\frac{{{\rm{z}} - 4}}{{{\rm{z}} - 8}}} \right| = 1\) and \(\left| {\frac{{\rm{z}}}{{{\rm{z}} - 2}}} \right| = \frac{3}{2}\)What is \(\left| {\frac{{{\rm{z}} - 6}}{{{\rm{z}} + 6}}} \right|\) equal to?

\(\left| {\frac{{{\rm{z}} - 4}}{{{\rm{z}} - 8}}} \right| = 1\) and \

1.	\(\left\| {\frac{{{\rm{z}} - 4}}{{{\rm{z}} - 8}}} \right\| = 1\) and \(\left\| {\frac{{\rm{z}}}{{{\rm{z}} - 2}}} \right\| = \frac{3}{2}\)What is \(\left\| {\frac{{{\rm{z}} - 6}}{{{\rm{z}} + 6}}} \right\|\) equal to?
A.	3
B.	2
C.	1
D.	0
Answer» E.