Zeros of Polynomial Function
Zeroes of the polynomial functions are the numbers that satisfy the equation P(x) = 0. Zeros are also called as the zeros of the polynomial function or the intercepts of the polynomial function.
We have to put P(x) = 0 and solve the equation to obtain the required roots of the polynomial function P(x).
Polynomial function |
Maximum Number of roots |
---|---|
Linear |
1 |
Quadratic |
2 |
Cubic |
3 |
Quartic |
4 |
Learn more about how to calculate the Zeros of Polynomials
Polynomial Functions
Polynomial Functions are functions consisting of many algebraic terms including constants, variables of different degrees, coefficients, and positive exponents. The degree of the polynomial function is the highest exponent of the variable.
In this article, we will learn about Polynomial Functions, their examples, the degree of polynomial functions, etc. We will also learn about the types of polynomial functions, their graphs, the roots of polynomial functions, and how to identify whether the function is a polynomial function or not.
Table of Content
- What is a Polynomial Function?
- Examples of Polynomial Function
- Types of Polynomial Functions
- Polynomial Functions Graphs
- Zeros of Polynomial Function
- How to Identify a Polynomial Function?
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