IPA: //baɪˈkwɒdrætɪk//
KK: /baɪˈkwɒdrætɪk/
Relating to the fourth degree, especially in mathematics, where it refers to equations or expressions that involve the fourth power of a variable.
The biquadratic equation can be solved using various algebraic methods.
A type of algebraic equation that has a degree of four, meaning the highest exponent of the variable is four.
The mathematician solved the biquadratic to find the roots of the equation.
Biquadratic → It is formed from "bi-" (meaning two) and "quadratus" (from Latin, meaning square). The term refers to a polynomial of degree four, which can be thought of as involving two squares.
Think of 'bi-' meaning two and 'quadratic' relating to squares — a biquadratic is a polynomial that involves two squares.