Let and
then
and
now,
and
if then f(z) is called unimodular. In this case
f(z) can always be expressed as
Also, and
where
If and then is equal to
now,
The value of is equal to
If and then is equal to
now,
Similar Questions
The number of complex numbers z satisfying |z - 3 - i| = |z - 9 -i| and |z - 3 + 3i| = 3 are
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