Types of polynomials

Polynomials can be divided on the basis of degree and on the basis of number of terms... 

 On the bases of degree.. On the basis of degree polynomials can be divided into linear,quadratic,cubic,biquadratic, quintic,sextic....e.t.c 

 LINEAR POLYNOMIAL: A polynomial is said to be linear polynomial if it's degree = 1 e.g (x+1) 

 Quadratic Polynomial: A polynomial is said to be quadratic polynomial if it's degree =2 e.g x^2 +1....read as (x square plus 1) 

 CUBIC POLYNOMIAL: A polynomial is said to be cubic polynomial if it's degree =3.. e.g x^3 +1..... read as (x cube plus 1)

 BIQUADRATIC POLYNOMIAL: A polynomial is said to be biquadratic polynomial or (Quartic polynomial) if it's degree = 4 e.g x^4 +5...read as x raised to power 4 plus1

 On the basis of number of terms On the basis of number of terms polynomials can be divided into MONOMIALS BINOMIALS TRINOMIALS e.t.c

 MONOMIAL: A polynomial is said to be monomial if it contains only one term...MONO means 1 e.g...2x 5y,7z 

 BINOMIAL:A polynomial is said to be binomial if it contains only two terms...BI means Two.. e.g 2x+3y, 7z+6x etc 

 TRINOMIAL: A polynomial is said to be trinomial if it contains only three terms...Tri means 3... e.g 7x+3y+2z