# Study sets matching "polynomials"

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Constants $ (1,\ 2,\ 1000) $

Polynomial functions of form $ Kt^n $

Exponential functions of form $ Ke^{\la…

Exponential functions of form $ Kt^ne^{…

$ A $

$ A_1\ +\ A_2t\ +\ A_3t^2\ +\ ...\ +\ A_{n\ +\ 1}t^n $

$ Ae^{\lambda t} $

$ (A_1\ +\ A_2t\ +\ A_3t^2\ +\ ...\ +\ A_{n\ +\ 1}t^n)e^{\lamb…

Constants $ (1,\ 2,\ 1000) $

$ A $

Polynomial functions of form $ Kt^n $

$ A_1\ +\ A_2t\ +\ A_3t^2\ +\ ...\ +\ A_{n\ +\ 1}t^n $

A mathematical expression

variable

algorithm

associative property

A statement including terms and operations

A symbol that represents an unknown quantity

A step by step procedure by which an operation can be carried…

A property (which applies to both multiplication and addition)…

A mathematical expression

A statement including terms and operations

variable

A symbol that represents an unknown quantity

hierarchical classification system

taxonomy

human classification system

systematics

domain (bacteria, archea, eukarya)... kingdom... phylum... class... order…

discipline of identifying, naming, and classifying organisms

domain: eukarya... kingdom: animalia... phylum: chordata (spinal cor…

identifies, names and classifies organisms but includes the st…

hierarchical classification system

domain (bacteria, archea, eukarya)... kingdom... phylum... class... order…

taxonomy

discipline of identifying, naming, and classifying organisms

Solve Inequality Polynomials: Intervals…

Vertical Asymptotes

Horizontal Asymptotes

"Holes" (Ordered pair)

Solve to find zeros then plug in different values between each…

set denominator equal to zero and solve to find vertical asymp…

Degree of Num > Denom = No horizontal asymptote, slant asympt!…

When a common factor can be crossed out from both the numerato…

Solve Inequality Polynomials: Intervals…

Solve to find zeros then plug in different values between each…

Vertical Asymptotes

set denominator equal to zero and solve to find vertical asymp…

inverse variation

constant of variation

rational function

rational expression

a variation defined as y = a / x

the constant a in the inverse variation formula

a function of the form f(x) = p(x) / q(x), where p(x) and q(x)…

a fraction in which the numerator and denominator are nonzero…

inverse variation

a variation defined as y = a / x

constant of variation

the constant a in the inverse variation formula

end behavior

monomial

multiplicity

polynomial function

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

real number, variable, or product of a real number and one or…

x-a appears n times as a factor

a polynomial with the variable x

end behavior

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

monomial

real number, variable, or product of a real number and one or…

Polynomial function

Leading coefficient

Linear Function

slant line

A function in which f(x) is a polynomial in x. ... f(x)=2x^3+5x^…

leading term of the highest exponent... ex)5x^2+3x+7 LC=5

A function that can be written in the form f(x)=mx+b, where m…

A line that is neither horizontal nor vertical.

Polynomial function

A function in which f(x) is a polynomial in x. ... f(x)=2x^3+5x^…

Leading coefficient

leading term of the highest exponent... ex)5x^2+3x+7 LC=5

polynomial function

leading coefficient

linear function

slant line

a function where x has the polynomial f(x) in it, like the pic…

the number next to the first x in a polynomial

any function that can be written as f(x)=mx+b. when graphed it…

any line that is not vertical or horizontal

polynomial function

a function where x has the polynomial f(x) in it, like the pic…

leading coefficient

the number next to the first x in a polynomial

polynomial function

leading coefficient

linear function

slant line

function with three or more terms

coefficient preceding the largest exponent

y=mx+b

it's just a slanted line

polynomial function

function with three or more terms

leading coefficient

coefficient preceding the largest exponent

Polynomial Function

Leading Coefficient

Linear Function

Slant Line

5x²+3x+7

For example: 5x²+3x+7... The leading coefficient is 5.

A polynomial function of degree 1.... Example: y=ax+b

A line that is neither horizontal nor vertical.

Polynomial Function

5x²+3x+7

Leading Coefficient

For example: 5x²+3x+7... The leading coefficient is 5.

polynomial function

leading coefficient

linear function

slant line

A function in which f(x) is a polynomial in x... f(x)=2x^3 + 5x^2…

leading term of the highest exponent ... ex) 5x^2+3x+7 LC=5

A function that can be written in this form f(x)=mx+b, where m…

A line that is neither horizontal nor vertical

polynomial function

A function in which f(x) is a polynomial in x... f(x)=2x^3 + 5x^2…

leading coefficient

leading term of the highest exponent ... ex) 5x^2+3x+7 LC=5

polynomial function

leading coefficient

linear function

slant line

a function in which f(x) is a polynomial in x

5x^2 + 3x - 7; the leading coefficient is 5

f(x)= ax+b, where a and b are constants and a≠0

a line that is neither horizontal nor vertical

polynomial function

a function in which f(x) is a polynomial in x

leading coefficient

5x^2 + 3x - 7; the leading coefficient is 5

polynomial function

leading coefficient

linear function

slant line

A function with 3 or more terms

the numbers written in front of the variable with the largest…

f(x)=mx+b... where b is all real numbers and m cannot be 0

A line that is not vertical or horizontal

polynomial function

A function with 3 or more terms

leading coefficient

the numbers written in front of the variable with the largest…

Polynomial Function

Leading Coefficient

Linear Function

Slant Line

A function with 3 or more terms

Coefficient with the highest variable exponent in a function

Function that forms a line (y=mx+b)

Line with small distance between two points

Polynomial Function

A function with 3 or more terms

Leading Coefficient

Coefficient with the highest variable exponent in a function

polynomial function

leading coefficient

linear function

slant line

A function in which f(x) is a polynomial in x.... ex. 5x^3 + 4x^2…

A function in which f(x) is polynomial in x. ... ex. 5x^3 ; the 5…

A function that can be written in the form f(x)=mx+b , where m…

A line that is neither horizontal nor vertical.

polynomial function

A function in which f(x) is a polynomial in x.... ex. 5x^3 + 4x^2…

leading coefficient

A function in which f(x) is polynomial in x. ... ex. 5x^3 ; the 5…

polynomial function

leading coefficient

linear function

slant line

Has a form were all real numbers and n are nonnegitive

the coefficient before the term with the largest exponent

a polynomial function of the first degree and has the form f(x…

a line that is niether vertical ^ nor horizontal <>

polynomial function

Has a form were all real numbers and n are nonnegitive

leading coefficient

the coefficient before the term with the largest exponent

The absolute value of (x-7)

Division Algorithm

Remainder Theorem

Factor Theorem (Corollary to Remainder…

The difference between some number (x) and 7 on the number line

Dividend = Divisor x Quotient + Remainder

If polynomial p(x) is divided by x-a, the remainder will be p(…

a is a zero of polynomial p(x) iff (x-a) is a factor of p(x) -…

The absolute value of (x-7)

The difference between some number (x) and 7 on the number line

Division Algorithm

Dividend = Divisor x Quotient + Remainder

polynomial function

leading coefficient

linear function

slant line

an algebraic expression that consists of two or more terms. ex…

the coefficient preceding the term with the largest exponent.…

a polynomial function of degree 1 and has the form f(x)=ax+b,…

a line that is neither horizontal nor vertical

polynomial function

an algebraic expression that consists of two or more terms. ex…

leading coefficient

the coefficient preceding the term with the largest exponent.…