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Chapter 1 Vocabulary (ALGEBRA)

Chapter 1 Vocabulary (ALGEBRA)

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21 cards
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Section 1

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Linear Absolute Value Function

Front

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AlgebraMath
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Last updated

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Date created

Mar 1, 2020

Cards (21)

Section 1

(21 cards)

Linear Absolute Value Function

Front

Function family that includes functions of the form f(x)=|mx+b|

Back

Range

Front

The set of output values

Back

Discrete Graphs

Front

A graph of isolated points. (Disconnected)

Back

Exponential Function

Front

Function family that includes functions of the form f(x)=ab^x

Back

Function Family

Front

A group of functions that share certain characteristics.

Back

Vertical Line Test

Front

A visual way to determine if a graph is a function or non-function.

Back

Increasing Function

Front

A function where the y-value increases as the x-value increases.

Back

Independent Quantity

Front

The quantity that the dependent quantity depends upon.

Back

Increasing

Front

As the inputs increase over the domain the outputs increase.

Back

Continuous Graphs

Front

A graph that is connected by a line or curve. (Connected)

Back

Constant Function

Front

A function whose value is the same for all the elements in the domain (A horizontal line)

Back

Domain

Front

The set of input values.

Back

Function

Front

A relation between a given set of elements, such that for each element in the domain there exists exactly one unique element in the range.

Back

Function Notation

Front

A way to represent functions algebraically using f(x)

Back

Decreasing

Front

As the inputs increase over the domain the outputs decrease.

Back

Quadratic Function

Front

Function family that includes the functions of the form f(x)=ax^2+bx+c

Back

Dependent Quantity

Front

The variable in a relation with a value that depends on the independent quantity.

Back

Decreasing Function

Front

A function where the y-value decreases as the x value increases.

Back

Minimum

Front

If there is a point that has a y-coordinate that is less then the y-coordinates of every other point on the graph.

Back

Maximum

Front

If there is a point that has a y-coordinate that is greater than the y-coordinates of every other point on the graph.

Back

Linear Function

Front

Function family that includes functions of the form f(x)=mx+b

Back