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DegreeofFour

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rewriting an expression as the product of its factors factor

paralle to the ground horizontal

a ploynomial of two terms binomial

numerical factor in a term coefficient

number pairs of the form a+ bi and a- bi complex conjugates

term with no variables constant term

highest power found in a polynomail degree

output values in a function dependent variable

set of all inputs in a relation domain

parallel to the ground horizontal

input values of a function independent variable

polynomial of one term monomial

shape of the graph of a quadratic function parabola

lines which do not intersect and have the same slope parallel

polynomial function of degree four quartic function

polynomial function of degree five quintic function

set of all outputs of a relation range

non-imaginary numbers real number

flip of a graph across an axis or a line reflection

set of ordered pairs relation

polynomial of three terms trinomial

perpendicular to the horizon vertical

any value of x for which f(x)=0 zero of a function

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The unit of measurement for temperature Degree

After the 3rd term we will only have ONE more term left in the school year. Monomial

Bill has to take TWO more terms of high school in order to graduate. Binomial

15^5+x^4-6x^7 is a 7th degree ________. Trinomial

Poly was nominated for an Oscar four years in a row, she might be nominated even more next year. Polynomial

A polynomial has four _______. Terms

When ranking people for training completion, you start with the highest and best performance followed by the 2nd and so on. Standard Form

In 3x^2 the 3 is the _______________. Leading Coefficient

A straight line on a graph Linear

A function with a degree of two is a __________. Quadratic

A S curve on a graph represents a _____ function. Cubic

X^4 is an example of a ________ function. Quartic

In 2^3 if 2 is the base the 3 is the _______. Exponent

When I move into my new house I need to know the _____ in order to see if I have enough space. Area

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polynomial

quintic

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Is a monomial or the sum Polynomial

the largest degree of any term of the polynomial Degree of a polynomial

Greatest value of the points in a region of a graph Relative maximum

Least y value among nearby points on a graph Relative minimum

Expression of the form a^3 + b^3 = c^3 Sum of cubes

Expression of the form a^3 - b^3 = c^3 Difference of cubes

Occuring continuously over a period of time Constant

extending along a straight or nearly straight line linear

involving the second & no higher power of unknown quanity Quadratic

the exponet is 3 cubic

the exponent quartic

the exponent is 4 quintic

an algebraic expression consisting of one term monomial

an algebraic expression consisting the difference of two terms bionomial

an algebraic expression consisting of three terms trinomial

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A type of equation that has one term monomial

A type of function that is to the 1st degree Linear

In a term what is the proper name for the exponent? Degree

An equation that has 2 terms binomial

An equation that has a 4th+ degree Quartic

A equation that has 3 terms trinomial

An equation that is to the 3rd degree Cubic

An equation that has 4+ terms Polynomial

Length*Width= ? Area

This part of the equation is separated by +/- Term

This is written in descending order by exponents Standard form

What is the # on the degree term? Leading coefficient

What do you call the thing that is to the ^? Exponent

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5x is an example of what? monomial

An example of a _______ is 2x + 4y. Binomial

6x + 8y + 11m is an example of a ________ because of its three terms. Trinomial

Any equation with four terms or more would be considered a _________. Polynomial

A binomial is made up of two _____. Term

The equation 2x^4 - 2x^8 + 4x^5 needs to be arranged into _______ ____. Standard Form

In the equation 2x^4 + 3x^7 + 6x , 3 would be called the ______ ________. Leading Coefficient

In 2x^2 + 3x^4 the exponent of 4 would be the _______ of the equation. Degree

y^1 would be considered a ______ function. linear

Any number squared would be called a _________ function. Quadratic

x^3 is an example of what function. cubic

Anything to the fourth power would be a ______ function. Quartic

In the equation x^5 + y^4, the numbers 4 and 5 would be ________. Exponent

_____ can be shown or demonstrated by polynomial multiplication. Area