Name:
Unit 1 Exam Review. Functions and Relations.
For each of the following functions:
Honors Advanced Algebra A
(a) State the domain
(b) State the range
(c) Find the zeros (you may need a graphing calculator!)
(d) Evaluate the function at -2
(e) Evaluat

Lesson 08. Solving Absolute Value Equations and Inequalities
Honors Advanced Algebra A
Reference: Mcdougal Littell 1.7 Solve Absolute Value Equations and Inequalities p. 51-54 Ex. 1-6
The goal of this lesson is to be able to solve an absolute value equati

Lesson 09. Graphing Lines and Inequalities
Honors Advanced Algebra A
Reference: McDougal Littell: 2.3 Graph Equations of Lines. Pages 89-92. See Examples 1-5
The purpose of this lesson is to learn how to recognize a linear function both algebraically, gra

Lesson 07. Problem Solving
Honors Advanced Algebra A
Reference: McDougal Littell: 2.2 Find Slope and Rate of Change. Pages 82-85. See Examples 1-5
The purpose of this lesson is to learn problem solving strategies that we can apply in many situations. You

Lesson 06. Inverse Functions
Honors Advanced Algebra A
Reference: McDougal Littell: 6.4 Use Inverse Functions. Pages 438-441. See Examples 1-5
Example 1.
The formula P = 4 + 2w gives the perimeter of a rectangle with a width of w inches.
(a) Sketch a grap

Special Functions and Their Graphs
Honors Advanced Algebra A
C
1. The Greatest Integer Function
A cell phone call to Europe costs $1.00 for the first minute and $0.50
for each additional minute. The cost of the phone call can be modeled
by the function C

Lesson 03. The Domain and Zeros of a Function
1. Function Notation
Let f (x) = 2x2 1.
(a) What is the name of this function?
(b) Write a sentence describing the rule for
computing the output value of the function
given an input value.
(c) Evaluate f (3).

Lesson 02. Relations and Functions
Honors Advanced Algebra A
Reference: McDougal Littell: 2.1 Apply Properties of Real Numbers. Pages 7274. See Examples 1-3
Mapping Diagram
Relation
a well defined set of ordered pairs (x, y).
Domain
Range
Function
Relati

Lesson 03. The Domain and Zeros of a Function
1. Function Notation
Let f (x) = 2x2 1.
Honors Advanced Algebra A
Function Notation
f (x) = 2x2 1
(a) What is the name of this function?
(b) Write a sentence describing the rule for computing the
output value

Lesson 01. The Real Number System
Honors Advanced Algebra A
Reference: McDougal Littell: 1.1 Apply Properties of Real Numbers. Pages 25. See Examples 1-4
Properties of Real Numbers
PROPERTIES OF ADDITION
Commutative
Associative
Identity
Inverse
PROPERTIES

Lesson 05. Composite Functions and Function Operations
Honors Advanced Algebra A
Reference: McDougal Littell: 6.3 Perform Function Operations and Composition. Pages 428-431. See Examples 1-6
1. Bacteria Count
The number of bacteria in a jar of mayonnaise