What is the algebraic conjugate of 6 5 7 − 4 3 5 5 ?
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That is a simplistic understanding of conjugates, which isn't always true.
To find the algebraic conjugate of a real/complex number c , we find the minimal polynomial f ( x ) such that f ( c ) = 0 . Then, the other roots of f ( x ) are known as it's algebraic conjugates. This would depend on the field that you're working with, which is often assumed to be the rational numbers.
I have updated the answer to − 6 5 7 − 4 3 5 5 .
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The conjugate is where we change the sign in the middle of two terms.