what is an irreducable quadratic equation
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An irreducible quadratic factor is a quadratic factor in the factorization of a polynomial that cannot be factored any further over the real numbers. That is, it has no real zeros, or values of x that make the factor equal 0
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An irreducible quadratic factor is a quadratic factor in the factorization of a polynomial that cannot be factored any further over the real numbers. That is, it has no real zeros, or values of x that make the factor equal 0.
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