In fact, the degree and the number of terms of the polynomial expression can also help us classify polynomial equations. Polynomial equations contain polynomial expressions, so properties of polynomial functions will still apply. Polynomial equation definition and examples Having an equal sign followed by another polynomial expression makes the polynomial equation distinct from polynomial expressions.Īs can be confirmed from the equation shown above, the polynomial equation is said to be in standard form when the terms are arranged from the term with the highest power to the one with the lowest power. Note that a n, a n-1, … a o can be any complex number, and the exponents can only be whole numbers for these to be considered polynomial expressions. Here’s the standard form of a polynomial equation. Polynomial equations are equations that contain polynomial expressions on both sides of the equation. This is also why we need to understand how we can identify and solve polynomial equations. Polynomial equations such as quadratic functions are often used in modeling motions, real-world functions, and extensive technology and science applications. Since we’re dealing with polynomials and polynomial functions, make sure to check out our article on polynomial functions. Polynomial equations are equations that contain polynomials on both sides of the equation. These equations come in different forms and rules, so it’s essential that we thoroughly understand what they are and what they represent, and how we can manipulate these equations are important. The first few equations you’ll learn to solve in an Algebra class is actually an example of polynomial equations. Polynomial Equation – Properties, Techniques, and Examples
0 Comments
Leave a Reply. |