noun a mathematical term referring to a polynomial equation of the fourth degree
In mathematics, a quartic function is a function of the form f(x) = ax^4 + bx^3 + cx^2 + dx + e, where a, b, c, d, and e are constants.
In engineering, quartic polynomials may be used to model certain physical phenomena or systems.
In chemistry, quartic equations may be used to describe the behavior of certain chemical reactions or systems.
In physics, quartic interactions refer to interactions between four particles or fields.
In mathematics, a quartic equation is a polynomial equation of the fourth degree. Writers may use the term 'quartic' in a metaphorical sense to describe something complex or multi-layered in their writing.
Psychologists may use the term 'quartic' when discussing complex emotional or cognitive processes that involve multiple layers or components.
Engineers may encounter quartic functions in the field of control systems or signal processing, where they are used to model complex dynamics or behaviors.
Physicists may use quartic potentials in quantum mechanics to describe the interaction between particles. Quartic terms are also used in the study of phase transitions and critical phenomena.