According To The Rational Root Theorem, The Numbers Below Are Some Of The Potential Roots Of F(X) = 10X3 + 29X2 – 66X + 27. Select All That Are Actual Roots.. See examples, practice questions, and the integral. Learn how to use the rational root theorem to find all possible rational roots of a polynomial equation of order 3 or higher.
Select all that are actual roots. In algebra, the rational root theorem states that given an integer polynomial with leading coefficient and constant term , if has a rational root in lowest terms, then and. To determine which potential roots are actual roots, we can use the rational root theorem, which states that any rational root, expressed in its lowest terms p/q, is such that p is a factor.
