A formula for finding any power of a binomial without multiplying a length

A way of selecting items from a collection the order selection does not matter

Number pairs of the form a+b and a-b are conjugates

A theorem linking factors and 0's of a polynomial .

If P(x) is a polynomial of degree n>1 w/ complex coefficients then P(x)=0 has at least 1 complex root  

A complex # that can be written as a real #

a and b are rational #'s and b is an irrational #.

How many times a particular # is a zero for a given polynomial. 

Triangle of #'s where each # is the 2 #'s above it added together (except the sides)

Expression that has constants, variables, & exponents & are combined with  -, +, /. or *

A theorem providing complete list of possible rational roots of the polynomial expression  

Divide a polynomial f(x) x-c you get f(x)= (x-c)*q (x)+r(x)

Putting terms of highest degree first to the smallest degree

A method of dividing polynomials to omit all variables & exponents