Symbols
A
Addition Property
of Equality
2.4.2 Adding Equations
average rate of change
4.8.2 Average Rate of Change and Slope
axis
of symmetry
7.11.4 Using the Vertex and Axis of Symmetry of Quadratics
axis of symmetry
7.16.2 Graph Functions in Vertex Form
B
binomial
6.1.1 Understanding Polynomials
C
causal
relationship
3.6.3 Using the Term Causal Relationship
coefficient
8.10.2 Working with Quadratic Factored Form with Leading Coefficient Other Than One,
8.10.2 Working with Quadratic Factored Form with Leading Coefficient Other Than One,
8.10.4 Finding the Factors of Quadratic Expressions in Standard Form
common ratio
4.15.3 Complete the Sequence
completing the square
9.2.2 Standard and Factored Forms of Perfect Squares,
9.2.2 Standard and Factored Forms of Perfect Squares,
9.2.3 Completing the Square,
9.2.3 Completing the Square,
9.2.4 Making a Perfect Square,
9.3.2 Using Completing the Square to Solve Equations,
9.3.2 Using Completing the Square to Solve Equations,
9.3.3 Solve by Completing the Square,
9.3.4 Completing the Square with Fractions,
9.5.3 Finding Irrational Solutions by Completing the Square,
9.5.4 Finding Exact Solutions,
9.6.2 Choosing the Best Method to Solve an Equation,
9.6.2 Choosing the Best Method to Solve an Equation,
9.8.1 Deriving the Quadratic Formula, Part 1,
9.8.2 Deriving the Quadratic Formula, Part 2,
9.8.2 Deriving the Quadratic Formula, Part 2,
9.8.3 Understanding That the Quadratic Formula Is the Combined Steps of Completing the Square
conjugate pair
6.2.4 Multiplying Special Products
constraint
1.1.3 Understanding Constraints,
1.1.3 Understanding Constraints,
1.4.3 Finding the Solution to an Equation in Two Variables
continue off the
coordinate plane
5.4.4 Graphing Exponential Expressions
continuous function
4.13.4 Real-World Domain and Range
correlation
3.6.3 Using the Term Causal Relationship
correlation coefficient
3.4.4 Matching Correlation Coefficients
curve of best fit
8.12.2 Finding the Curve of Best Fit
D
degree of a polynomial
6.1.1 Understanding Polynomials
dependent variable
4.1.3 Examining Relations and Functions,
4.1.4 Describing Functional Relationships
difference of
squares
8.8.2 Recognizing the Expanded Product of the Difference of Two Squares
difference of squares
6.2.4 Multiplying Special Products
discrete function
4.13.4 Real-World Domain and Range
distributive property
7.9.2 Finding Products of Differences,
9.1.2 Recognizing Structure in Perfect-Square Expressions,
9.1.3 Solving Multi Step Quadratic Equations Using Perfect Squares,
9.4.1 Perfect Squares with Coefficients Other than 1
E
Elimination
2.4.2 Adding Equations
equation
1.1.1 Understanding Value,
1.2.3 Writing Equations to Represent Relationships,
1.4.2 Writing Equations to Represent Constraints,
1.5.3 Examining an Equation in Two Variables and Its Graph, Part 1,
4.10.4 Comparing Graphs and Statements that Represent Functions without a Context
exponential functions
5.10.0 Lesson Overview
extrapolation
3.1.2 Creating a Scatter Plot Using Data
F
factored form
7.15.2 The Vertex Form,
8.8.2 Recognizing the Expanded Product of the Difference of Two Squares,
8.9.2 Using Factored Form and the Zero Product Property to Solve Quadratic Equations,
8.9.4 Solving More Quadratic Equations,
8.10.2 Working with Quadratic Factored Form with Leading Coefficient Other Than One,
8.10.3 Using Technology to Find Rational Factors,
8.10.4 Finding the Factors of Quadratic Expressions in Standard Form,
8.10.4 Finding the Factors of Quadratic Expressions in Standard Form
function
4.1.3 Examining Relations and Functions,
4.9.4 Representing Quantities in a Situation,
4.9.4 Representing Quantities in a Situation,
4.9.4 Representing Quantities in a Situation,
8.5.2 Interpreting Graphs to Solve Quadratic Equations
function notation
4.2.2 Interpreting Statements Written in Function Notation
G
greatest common factor
6.4.2 Finding the GCF of Two or More Expressions
H
horizontal asymptote
5.9.2 Analyze Underlying Relationship in a Graph of a Function
horizontal compression
4.11.5 Horizontal Stretches and Compressions
Horizontal dilations
4.11.5 Horizontal Stretches and Compressions
horizontal reflection
4.11.5 Horizontal Stretches and Compressions
horizontal stretch
4.11.5 Horizontal Stretches and Compressions
I
independent variable
4.1.3 Examining Relations and Functions,
4.1.4 Describing Functional Relationships
initial velocity
7.6.2 The Force of Gravity Change in Quadratic Functions
interpolation
3.1.2 Creating a Scatter Plot Using Data
L
line of best fit
3.2.2 Determining the Best Line That Fits the Data
linear inequality
2.11.2 Finding Solutions to Inequalities on the Coordinate Plane
M
maximum
9.11.2 Does the Vertex Represent the Minimum or Maximum Value?,
9.11.2 Does the Vertex Represent the Minimum or Maximum Value?,
9.11.3 Comparing Maximums between Quadratics,
9.11.4 Maximum, Minimum, and Analyzing the Vertex
minimum
9.11.2 Does the Vertex Represent the Minimum or Maximum Value?,
9.11.2 Does the Vertex Represent the Minimum or Maximum Value?,
9.11.4 Maximum, Minimum, and Analyzing the Vertex
monomial
6.1.1 Understanding Polynomials
P
parabola
7.6.3 Using Quadratic Functions to Describe Height,
9.11.2 Does the Vertex Represent the Minimum or Maximum Value?,
9.11.2 Does the Vertex Represent the Minimum or Maximum Value?
parent
function
7.12.2 Transformations with Quadratic Functions
perfect square
9.1.2 Recognizing Structure in Perfect-Square Expressions,
9.1.4 Explain Why an Expression Is a Perfect Square,
9.3.2 Using Completing the Square to Solve Equations,
9.3.2 Using Completing the Square to Solve Equations,
9.3.3 Solve by Completing the Square,
9.8.2 Deriving the Quadratic Formula, Part 2,
9.8.2 Deriving the Quadratic Formula, Part 2,
9.8.3 Understanding That the Quadratic Formula Is the Combined Steps of Completing the Square
perfect square trinomial
21.2 Factoring Perfect Square Trinomials: Mini-Lesson Review,
9.1.2 Recognizing Structure in Perfect-Square Expressions,
9.2.2 Standard and Factored Forms of Perfect Squares,
9.2.2 Standard and Factored Forms of Perfect Squares,
9.2.2 Standard and Factored Forms of Perfect Squares,
9.2.2 Standard and Factored Forms of Perfect Squares,
9.2.3 Completing the Square,
9.4.2 Rewrite Squared Expressions
point-slope form
4.7.3 Writing Linear Equations
polynomial
6.1.1 Understanding Polynomials
polynomial function
6.1.3 Evaluating a Polynomial Function for a Given Value
Power Property for Exponents
5.1.4 Using Power Properties for Exponents
Product Property for Exponents
5.1.2 Using Product and Quotient Properties for Exponents
Product to a Power Property for Exponents
5.1.4 Using Power Properties for Exponents
Properties
of Negative Exponents
5.1.3 Using Zero Exponent Property and Negative Exponents
Q
quadratic
expression
8.10.2 Working with Quadratic Factored Form with Leading Coefficient Other Than One
quadratic
function
8.9.3 Writing an Equation to Represent a Quadratic Function with Only One Solution
quadratic equation
8.1.3 Formulating a Quadratic Equation to Represent the Model,
8.9.3 Writing an Equation to Represent a Quadratic Function with Only One Solution,
8.10.3 Using Technology to Find Rational Factors,
8.10.4 Finding the Factors of Quadratic Expressions in Standard Form,
9.1.3 Solving Multi Step Quadratic Equations Using Perfect Squares,
9.2.3 Completing the Square,
9.7.3 Different Methods of Checking Solutions of Quadratic Equations
quadratic equations
8.4.1 Introducing the Zero Product Property,
8.9.2 Using Factored Form and the Zero Product Property to Solve Quadratic Equations,
8.10.2 Working with Quadratic Factored Form with Leading Coefficient Other Than One
quadratic expression
7.2.3 Quadratic Expressions,
8.5.2 Interpreting Graphs to Solve Quadratic Equations,
8.8.2 Recognizing the Expanded Product of the Difference of Two Squares,
8.10.2 Working with Quadratic Factored Form with Leading Coefficient Other Than One,
8.10.4 Finding the Factors of Quadratic Expressions in Standard Form,
9.2.2 Standard and Factored Forms of Perfect Squares
quadratic expressions
8.10.4 Finding the Factors of Quadratic Expressions in Standard Form
quadratic formula
9.6.3 The Quadratic Formula,
9.6.3 The Quadratic Formula,
9.6.4 Solving Equations Using the Quadratic Formula,
9.7.2 Common Calculation Errors When Using the Quadratic Formula,
9.7.3 Different Methods of Checking Solutions of Quadratic Equations,
9.7.3 Different Methods of Checking Solutions of Quadratic Equations,
9.8.1 Deriving the Quadratic Formula, Part 1,
9.8.1 Deriving the Quadratic Formula, Part 1,
9.8.2 Deriving the Quadratic Formula, Part 2,
9.8.2 Deriving the Quadratic Formula, Part 2
quadratic function
8.5.2 Interpreting Graphs to Solve Quadratic Equations,
8.10.3 Using Technology to Find Rational Factors
quadratic functions
8.9.3 Writing an Equation to Represent a Quadratic Function with Only One Solution
quadratic regression
8.12.2 Finding the Curve of Best Fit
Quotient
to a Negative Power Property
5.1.4 Using Power Properties for Exponents
Quotient
to a Power Property for Exponents
5.1.4 Using Power Properties for Exponents
Quotient Property for Exponents
5.1.2 Using Product and Quotient Properties for Exponents
R
radical expression
9.6.3 The Quadratic Formula
radicand
5.2.2 The nth Root
range
4.12.3 Range: The Output of a Function,
4.12.3 Range: The Output of a Function,
7.7.3 The Domain, Vertex, and Zero of Quadratic Functions,
7.7.3 The Domain, Vertex, and Zero of Quadratic Functions
recursive definition
4.17.2 What Is a Recursive Definition?
S
scientific notation
5.6.4 Using Scientific Notation
sequence
4.14.2 What Is a Sequence?
slope-intercept
form
4.7.3 Writing Linear Equations
slope-intercept form
4.7.3 Writing Linear Equations
solution
of a system of linear inequalities
2.14.2 Finding a Pair of Values that Satisfies Multiple Inequalities
solution of an equation
1.4.2 Writing Equations to Represent Constraints,
1.7.1 Determining if Zero Is a Solution
Solutions
1.4.3 Finding the Solution to an Equation in Two Variables,
8.5.2 Interpreting Graphs to Solve Quadratic Equations
square root of a number
8.3.2 Recognizing Pairs of Solutions
square root property
8.5.3 Choosing an Effective Strategy to Solve Quadratic Equations,
9.1.3 Solving Multi Step Quadratic Equations Using Perfect Squares
standard form
7.9.3 Standard and Factored Forms of Quadratic Expressions,
7.9.4 Expressions in Standard Form,
7.15.2 The Vertex Form,
8.8.2 Recognizing the Expanded Product of the Difference of Two Squares,
8.9.3 Writing an Equation to Represent a Quadratic Function with Only One Solution,
8.10.2 Working with Quadratic Factored Form with Leading Coefficient Other Than One,
8.10.2 Working with Quadratic Factored Form with Leading Coefficient Other Than One,
8.10.4 Finding the Factors of Quadratic Expressions in Standard Form
Standard form of a linear
equation
4.7.3 Writing Linear Equations
substitution
2.3.0 Lesson Overview
system of
inequalities
2.14.2 Finding a Pair of Values that Satisfies Multiple Inequalities
system of
equations
2.4.2 Adding Equations
system of
linear equations
2.14.2 Finding a Pair of Values that Satisfies Multiple Inequalities
system of linear inequalities
2.14.2 Finding a Pair of Values that Satisfies Multiple Inequalities
T
transformations
7.12.2 Transformations with Quadratic Functions
trinomial
6.1.1 Understanding Polynomials
V
variable
1.4.2 Writing Equations to Represent Constraints,
8.8.2 Recognizing the Expanded Product of the Difference of Two Squares
variables
1.2.2 Modeling with Equations to Find Edges in Platonic Solids,
1.5.3 Examining an Equation in Two Variables and Its Graph, Part 1
vertex (of a graph)
7.7.3 The Domain, Vertex, and Zero of Quadratic Functions,
7.7.3 The Domain, Vertex, and Zero of Quadratic Functions,
9.10.1 The Vertex and Intercepts of a Function,
9.10.4 Rewriting Expressions in Vertex Form,
9.10.5 Different Forms of Quadratic Expressions,
9.10.6 Vertex Form and Coordinates of the Vertex,
9.11.2 Does the Vertex Represent the Minimum or Maximum Value?,
9.11.2 Does the Vertex Represent the Minimum or Maximum Value?,
9.11.3 Comparing Maximums between Quadratics,
9.11.4 Maximum, Minimum, and Analyzing the Vertex
vertex form
7.15.2 The Vertex Form
vertex form (of a quadratic expression)
9.10.3 Converting from Standard Form to Vertex Form,
9.10.3 Converting from Standard Form to Vertex Form,
9.10.4 Rewriting Expressions in Vertex Form,
9.10.4 Rewriting Expressions in Vertex Form,
9.10.5 Different Forms of Quadratic Expressions,
9.10.6 Vertex Form and Coordinates of the Vertex,
9.11.2 Does the Vertex Represent the Minimum or Maximum Value?,
9.11.3 Comparing Maximums between Quadratics
vertical compression
4.11.4 Vertical Stretches and Compressions
vertical dilation
4.11.4 Vertical Stretches and Compressions
vertical reflection
4.11.4 Vertical Stretches and Compressions
vertical stretch
4.11.4 Vertical Stretches and Compressions
X
Y
Z
zero
4.6.3 Connecting Graphical and Verbal Representations of a Function,
7.6.3 Using Quadratic Functions to Describe Height
Zero Exponent Property
5.1.3 Using Zero Exponent Property and Negative Exponents
zero exponent rule
5.4.2 Zero Exponent Rule
zero of the function
7.7.3 The Domain, Vertex, and Zero of Quadratic Functions,
7.7.3 The Domain, Vertex, and Zero of Quadratic Functions
zero product property
8.4.1 Introducing the Zero Product Property,
8.4.2 Solving Equations of Increasing Complexity Using Reasoning,
8.4.2 Solving Equations of Increasing Complexity Using Reasoning,
8.4.3 Applying the Zero Product Property to Solve a Real-World Projectile Problem,
8.4.3 Applying the Zero Product Property to Solve a Real-World Projectile Problem,
8.5.3 Choosing an Effective Strategy to Solve Quadratic Equations,
8.9.2 Using Factored Form and the Zero Product Property to Solve Quadratic Equations,
8.9.2 Using Factored Form and the Zero Product Property to Solve Quadratic Equations,
8.9.3 Writing an Equation to Represent a Quadratic Function with Only One Solution,
8.9.4 Solving More Quadratic Equations,
8.10.3 Using Technology to Find Rational Factors,
8.10.5 Solving Quadratic Equations by Any Method