Functions, Notation, and Equation Flashcards

1
Q

denote equality between two expressions.

A

Equations

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2
Q

denote relationships between two variables

A

functions

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3
Q

represented by writing the appropriate functions for each interval.

A

piecewise function

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4
Q

a set of objects, such as numbers, grouped with each other that may or may not represent a pattern.

A

relation

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5
Q

It is simply a set of ordered pairs that are arranged in an orderly manner.

A

relation

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6
Q

Some values of x are associated with more than one value of y.

A

One-to-many correspondence

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7
Q

Two or more values of x are associated with the same value of y.

A

Many-to-one correspondence

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8
Q

Each value of x is unique and is associated with a unique value of y.

A

one-to-one correspondence

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9
Q

a special kind of relation in which no two distinct ordered pairs have the same first element.

A

function

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10
Q

can be used to determine if a graph represents a function.

A

vertical line test

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11
Q

a graphic organizer or chart that helps you determine two or more points that can be used to create your graph.

A

table of values

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12
Q

is the set of all values of the independent variable x that have corresponding values of the dependent variable y.

A

domain

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13
Q

It contains all values that go into the function.

A

domain

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14
Q

is the set of all values of y that can be obtained from the possible values of x.

A

range

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15
Q

It contains all possible values of the function.

A

range

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16
Q

It has a degree of 1 and its graph is a straight line.

A

Linear function

17
Q

a function is defined in the form of a linear equation

A

Linear function

18
Q

a function is defined in the form of a quadratic equation

A

Quadratic Function

19
Q

It has a degree of 2 and its graph is a parabola

A

Quadratic Function

20
Q

a function whose degree is greater than 2

A

Polynomial Function

21
Q

a function is defined in the form of a rational equation,

A

Rational Function

22
Q

It is the ratio of two polynomials

A

Rational Function

23
Q

a function is defined in the form of an equation that contains radical expressions

A

Radical Function