State and prove fundamental theorem of algebra
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The Fundamental theorem of algebra states
that any
nonconstant polynomial with complex
coefficients has at least one complex root
ex
The polynomial x² + 1has no real roots, but it has two complex roots and I and -i
that any
nonconstant polynomial with complex
coefficients has at least one complex root
ex
The polynomial x² + 1has no real roots, but it has two complex roots and I and -i
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