polynomials an algebraic expression in which the variables involved have only non - negative integral powers is called a polynomial .

Algebraic expressions which are not polynomials

polynomial an algebraic expression containing two or more terms is called a polynomial

An algebraic expression having one or more terms with non-negative integral exponents of the variables is called ____ .

Algebraic Expressions and Polynomials

Determine which of the following algebraic expressions are polynomials and which are not. Also, determine the degrees of those expressions which are polynomials : sqrt2

Determine which of the following algebraic expressions are polynomials and which are not. Also, determine the degrees of those expressions which are polynomials : 1/z-z+1

Determine which of the following algebraic expressions are polynomials and which are not. Also, determine the degrees of those expressions which are polynomials : y^(-3)-y^(-1)+2

Determine which of the following algebraic expressions are polynomials and which are not. Also, determine the degrees of those expressions which are polynomials : root(3)(z)+z/125

Determine which of the following algebraic expressions are polynomials and which are not. Also, determine the degrees of those expressions which are polynomials : (x-1)/(sqrtx+1)

Determine which of the following algebraic expressions are polynomials and which are not. Also, determine the degrees of those expressions which are polynomials : (x^(3)-27)/(x-3)