KnowraPolynomial evaluationLinked fromLinked fromThe 7 pages that link to Polynomial evaluation, each with the reason it gives.All 7Related 7PolynomialRelated: Evaluation turns a formal expression into a number at chosen inputs.Minimal polynomialRelated: Evaluating at the algebraic element identifies which polynomials vanish and are divisible by its minimal polynomial.Cayley–Hamilton theoremRelated: Matrix substitution uses powers of one matrix, with the constant term interpreted as a scalar multiple of identity.Factor theoremRelated: The theorem reduces a factor test to evaluating the polynomial at a.Horner's methodRelated: Horner's method is an efficient procedure for this computation.Polynomial remainder theoremRelated: Substituting x = a makes the divisor term vanish and leaves the remainder.Complex conjugate root theoremRelated: Applying conjugation to a polynomial's value shows why a root forces its conjugate to be a root.