Download Algebra2ListofTopicsforFinal

List of Topics for Algebra 2
Chapter
Chapter 2
Sequences and
Equivalence
Topic
Arithmetic Sequences
Practice Problems
2-39, 2-68, 2-73, 2-138, 3-82, 9-15, 9-43
Geometric Sequences
2-81, 2-86, 2-138, 3-82
Chapter 3
Exponential
Functions
General Form for an Exponential
Function
Exponential Growth
Compound Interest
Exponential Decay
Eight Parent Graphs
Domain and Range
The point (h,k) in graphing form
Transforming Parent Graphs
Completing the Square and Finding
the Vertex
Writing a parabolic equation given a
situation
Non-Functions (e.g. Circles, sleeping
parabolas)
Solving Systems of Equations
Graphing and Solving Inequalities
3-39
Chapter 4
Transformations of
Parent Graphs
Chapter 5
Solving and
Intersections
Chapter 6
Inverses and
Logarithms
Chapter 7
3-D Graphing and
Logarithms
Linear Programming
Inverse Functions
Logarithmic Functions
Function Composition
3-D Graphs
Three-Variable Systems
Solving Exponential and Logarithmic
Equations
Properties of Logarithms
Exponential Functions
Matrix Arithmetic
Chapter 8
Trigonometric
Functions
Using Matrices to solve a ThreeVariable System
Graphing Form of Sine and Cosine
Functions
Radians v. Degrees
The Unit Circle
Chapter 9
Polynomial Functions
Graphing a Polynomial Function
Finding the Equation of a Polynomial
(including the stretch factor)
2-103, 3-65, 3-78, 8-131, 8-165
8-96
2-103, 3-53, 8-134
4-10, 4-78
2-26, 4-92 (do 4-91 first), 8-32
4-91, 4-124, CL 4-157
6-128, 7-23, 8-59, 8-135, 9-26
4-135, 4-149, 8-42, 8-83, 8-110, 8-132,
CL 8-174
4-46, 4-51, 4-64
4-137
2-25, 2-101, 5-37, 5-89, CL 5-104
5-62, 5-63, 5-68, 5-69, 5-83, CL 5-107,
6-101, 8-30, 924
6-4, 6-39, CL 6-121, 8-9, 8-86, 9-12,
9-23, 9-144
6-73, 6-74, 6-75, 6-97
2-55, 6-36, 7-28
7-6, 7-19, CL 7-227, 9-128
6-27, 7-47, 7-50, 7-71, 7-79, 7-102,
7-157, CL 7-228, 8-24, 9-146
7-111, 7-133, 7-139, 7-140, 7-223,
CL 7-230, 8-19, 8-58, 8-84, CL 8-176,
9-62, 9-80, 9-158
7-106, 7-107, 7-129, 7-139, 7-189, 7-222,
CL 7-231,
7-125, 7-127, 7-164, CL 7-232, 8-21,
8-68, 8-134, 8-176
7-182, 7-185, 7-156, 7-168, 7-187, 7-200,
7-220, CL 7-236, 9-97
7-213, 7-219
8-127, 8-140, 8-143, 8-144, 8-145,
8-146, 8-155, 8-159, 8-161, CL 8-172,
CL 8-173
8-78, 8-81, 8-93, 8-106, 8-107, CL 8-167
8-64, 8-79, 8-91, 8-104, 8-105, 8-121,
8-162, CL 8-168, CL 8-169
9-3, 9-4, 9-8, 9-37, 9-108, CL 9-182
8-7, 8-122, 9-40, 9-47, 9-49, 9-50, 9-51,
9-52, 9-58, 9-59, 9-105, 9-106, CL 9-178,
CL 9-179
List of Topics for Algebra 2
Arithmetic with Complex Numbers
Finding Real AND Complex Roots
Polynomial Division
Factoring Polynomials to find Roots
Miscellaneous
Laws of Exponents
Rational Expressions
Rational Equations
9-67, 9-72, 9-73, 9-78, 9-83, 9-11,
CL 9-183
9-20, 9-21, 9-22, 9-38, 9-39, 9-107,
9-126, 9-169, CL 9-178
9-117, 9-118, 9-119, 9-125, CL 9-184
9-120, 9-121, 9-122, 9-125, 9-134, 9-145,
CL 9-185
2-10, 2-29, 2-120, 3-19, 3-59, 3-139,
7-12, 8-108, 8-150
6-11, 6-30, 6-49, 6-53, 6-65, 6-91, 6-100
8-31, 8-57, 8-69, 8-112, 9-14
Important Methods and Meanings you might want to read:
 Pg. 18 Domain and Range
 Pg. 23 Solving a Quadratic
 Pg. 56 Solving Systems Pt. 1
 Pg. 66 Solving Systems Pt. 2
 Pg. 83 Arithmetic/Geometric
Sequences
 Pg. 86 Exponential Functions
 Pg. 92 Sequences
 Pg. 132 Basic Laws of Exponents
 Pg. 148 Summary of Exponents
 Pg. 177 Graphing/Standard Form of
Parabolas
 Pg. 199 Relations and Functions
 Pg. 207 General Equations for
Families
 Pg. 243 Inequalities/Absolute Value
 Pg. 247 Graphing Inequalities
 Pg. 250 Solutions to 1/2 Variable
Equations
 Pg. 269 Notation for Inverses
 Pg. 274 Composition of Functions
 Pg. 283 Logarithms
 Pg. 320 Graphing Planes in 3-D
 Pg. 335 Logarithm Properties
 Pg. 351 Matrices
 Pg. 356 Matrix Multiplication
 Pg. 366 Inverse of a Matrix
 Pg. 386 Special Right Triangles
 Pg. 399 Radians
 Pg. 403 Reference Angle
 Pg. 407 Sine, Cosine, and Tangent
 Pg. 423 General Equation for Sine
Functions
 Pg. 440 Polynomials, Degree, and
Coefficients
 Pg. 447 Roots and Zeros
 Pg. 456 Imaginary and Complex
Numbers
 Pg. 460 Discriminant
 Pg. 472 Polynomial Division
 Pg. 478 Factor and Integral Zero
Theorems
Read and complete practice problems in the Checkpoint Materials:
Volume 1: Pgs. 377-Glossary
Volume 2: Pgs. 704-722