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If a polynomial has one root in the form a - √b, it has the second root on the form of a _√b?
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The other root would be in the form \[\Large a + \sqrt{b}\]
it's like how the complex roots come in conjugate pairs: a+bi and a-bi
The irrational conjugate roots theorem says: Let p(x) be any polynomial with rational coefficients. If a + b*sqrt(c) is a root of p(x), where sqrt(c) is irrational and a and b are rational, then another root is a - b*sqrt(c). http://mathforum.org/library/drmath/view/52607.html
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