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Algebra 2, Chapter 5

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Section 1

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quadratic term

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Algebra Math

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Date created

Mar 14, 2020

Cards (22)

Section 1

(22 cards)

quadratic term

Front

a term of a polynomial with degree of 2

Back

standard form of a polynomial function

Front

the arrangement of a polynomial, in which the terms are listed in order of decreasing exponential value.

Back

quintic

Front

a polynomial with a degree of 5

Back

quartic term

Front

a term of a polynomial with degree 4

Back

polynomial function

Front

a function that is represented by a polynomial equation

Back

Pascal's Triangle

Front

a triangular arrangement of numbers in which each row starts and ends with 1, and each other number is the sum of the two numbers above it

Back

multiplicity

Front

the number of times that a variable's associated factor appears in the polynomial

Back

quartic

Front

a polynomial with a degree of 4

Back

degree of a polynomial

Front

the value of the largest degree in a group of monomials.

Back

degree of a monomial

Front

the sum of the exponents of all variables in the one term

Back

cubic term

Front

a term of a polynomial with degree 3

Back

trinomial

Front

a polynomial with 3 terms

Back

binomial

Front

a polynomial with 2 terms

Back

relative minimum

Front

a point when the graph goes form decreasing to increasing

Back

constant term

Front

a term of a polynomial with degree of 0

Back

relative maximum

Front

a point when the graph goes from increasing to decreasing

Back

end behavior

Front

the directions of the graph to the far left or far right

Back

synthetic division

Front

a method used to divide a polynomial by a binomial that uses addition and multiplication.

Back

monomial

Front

a number, a variable, or a product of a number and one or more variables with whole-number exponents

Back

linear term

Front

a term of a polynomial with degree of 1

Back

turning point

Front

a place in a coordinate plane where the graph changes direction.

Back

polynomial

Front

a monomial or a sum of monomials.

Back