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Home >> Polynomials >> Types of Polynomials >>

## Types of Polynomials - Zero, Monomial, Binomial, Trinomial

 Ordering of Polynomials Types of Polynomials Addition of Polynomials Subtraction of Polynomials Multiplication of Polynomials Division of Polynomials Types of Degree / Powers in Polynomials Difference between Polynomials of Integers & Rationals Factoring of Quadratic Polynomials Find Value of Polynomial Find Zero of Polynomial Remainder Theorem in Polynomial

Define Terms ?
Define like Terms ?
Define Unlike Terms ?

Zero Polynomial - If in a given polynomial all the coefficients are zero then it is known as the zero polynomial

Example : 0 + 03 - 0

Monomial - An algebraic expression which contains only one term is known as Monomial
Or we can also say that:
An expression which contains any number of like terms is known as Monomial

Example : 2x, 3x2, 4t, 9p, 9pq, 21x2y all are monomial because all contains only one term.

Example : 2x + 3x + 4x this is also a monomial because all are like terms.
On adding these like terms we get 9x.
And since 9x have only one term, so its called as monomial.

Binomial - An algebraic expression which contains two unlike terms is known as Binomial

Example : 2x + 3x2 is a Binomial, because it contains two unlike terms i.e. 2x and 3x2

Example : 9pq + 11p2q is a Binomial, because it contains two unlike terms i.e. 9pq and 11p2q

Trinomial - An algebraic expression which contains three unlike terms is known as Trinomial

Example : 2x + 3x2 - 5x3 is a Trinomial, because it contains three unlike terms i.e. 2x, 3x2 and 5x3

Example : 12pq + 3x2 - 11 is a Trinomial, because it contains three unlike terms i.e. 12pq, 3x2 and 11