Fundamental Theorem Of Algebra
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Theorem
A
polynomial
equation
of degree
n
over the
complex number
s has
n
(possibly duplicated)
root
s.
Actually the
theorem
states that a
polynomial
equation
has at least one
root
. However, by using
polynomial
division of an appropriate linear
factor
, a
polynomial
of one degree lower can be formed whereby a
second
root
, third
root
and so on can be deduced.
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