the exponent of its variable (the degree of a constant term is 0)
degree or a polynomial
the degree of a polynomial is the highest degree of all its terms
divisibility
if a number [latex]m[/latex] is a multiple of [latex]n[/latex], then we say that [latex]m[/latex] is divisible by [latex]n[/latex]
factors
if [latex]a \cdot b=m[/latex], then [latex]a[/latex] and [latex]b[/latex] are factors of [latex]m[/latex], and [latex]m[/latex] is the product of [latex]a[/latex] and [latex]b[/latex]
like terms
terms that are either constants or have the same variables with the same exponents
monomial
a polynomial with exactly one term
multiple of a number
A number is a multiple of [latex]n[/latex] if it is the product of a counting number and [latex]n[/latex]
polynomial
an algebraic term, or two or more terms, combined by addition or subtraction
prime number
a number whose only factors are 1 and itself
square of a number
if [latex]n^{2}=m[/latex], then [latex]m[/latex] is the square of [latex]n[/latex]
square root of a number
if [latex]n^{2}=m[/latex], then [latex]n[/latex] is the square root of [latex]m[/latex]