What is another word for biquadratic polynomial?
Pronunciation: [ba͡ɪkwədɹˈatɪk pˌɒlɪnˈə͡ʊmɪəl] (IPA) 
A biquadratic polynomial is a fourth-degree polynomial equation. The term "biquadratic" comes from the Latin words "bi" meaning two, and "quadratus" meaning square. Thus, this type of polynomial generally consists of two quadratics, whose coefficients can be positive, negative, or zero. Synonyms for this mathematical concept include " quartic polynomial," "fourth-degree polynomial," "quartic equation," and "polynomial of degree four." These terms are widely used in algebra and calculus, and they all describe the same idea, which involves a polynomial function of the fourth degree. Regardless of the term used, it is important to note that biquadratic polynomials are extensively studied and analyzed in higher-level mathematics curriculum.
