Linked from

The 13 pages that link to Polynomial equation, each with the reason it gives.

• PolynomialRelated: Solving polynomial equations is a central use of polynomial expressions.

• Polynomial factorizationRelated: Setting a factored polynomial equal to zero reduces solving to its individual factors.

• Polynomial rootRelated: Solving a polynomial equation means finding values that make its polynomial side zero.

• Rational pointRelated: Its solutions supply the points whose coordinates are tested for field membership.

• Root-finding algorithmRelated: Its zeros arise in algebra, modeling, and stability analysis.

• Constructible numberRelated: Coordinates arising from line and circle intersections solve equations of degree at most two.

• Vieta's formulasNarrower topic: Vieta's formulas are often used to solve or analyze polynomial equations without finding every root.

• Synthetic divisionNarrower topic: Division can reduce a polynomial equation’s degree after finding a root.

• Algebraic equationBroader topic: Polynomial equations form a central, structured class of algebraic equations.

• Qin JiushaoNarrower topic: Qin developed numerical procedures for finding roots of polynomial equations.

• Sturm's theoremRelated: The nineteenth-century root-counting problem behind Sturm's result concerns solutions of polynomial equations.

• Seki TakakazuNarrower topic: Equations of this kind were central to Seki’s algebraic methods and numerical investigations.

• Zhu ShijieRelated: Zhu's procedures reduce many problems to polynomial equations.