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Mr. Bosler's ACP Algebra 2 Wiki

On this page you will find class notes made simple, tips and tricks of algebra, and some cool links that you may have explored as previous homework assignments!

Class Breakdown

First Quarter
Textbook Chapters 1-3

Points for Quarter: 1600 Points
--300 points from 3 Chapter Tests
--200 points from Other Tests (Basic Skills Test and 2 Summer Packets)
--100 points from 1st Quarter Project
--50 points from 1st Quarter Do Now Notebook
--60 points from 3 Chapter Quizzes
--150 points from 3 Chapter Review Packages
--50 points from 1 Octave Lab
--280 points from Homework
--410 points from Attendance

Second Quarter
Textbook Chapters 4-6

Points for Quarter: 1460 Points
--300 points from 3 Chapter Tests
--100 points from 1st Quarter Assessment
--100 points from 2nd Quarter Project
--50 points from 2nd Quarter Do Now Notebook
--60 points from 3 Chapter Quizzes
--150 points from 3 Chapter Review Packages
--50 points from 1 Octave Lab
--250 points from Homework
--400 points from Attendance

Third Quarter
Textbook Chapters 7-10

Points for Quarter: 1580 Points
--400 points from 4 Chapter Tests
--100 points from 3rd Quarter Project
--50 points from 3rd Quarter Do Now Notebook
--80 points from 4 Chapter Quizzes
--200 points from 4 Chapter Review Packages
--100 points from 2 Octave Labs
--240 points from Homework
--410 points from Attendance

Fourth Quarter
Textbook Chapters 13-14, 11-12

Points for Quarter: 1700 Points
--400 points from 4 Chapter Tests
--100 points from 4th Quarter Project
--50 points from 4th Quarter Do Now Notebook
--80 points from 4 Chapter Quizzes
--200 points from 4 Chapter Review Packages
--100 points from 2 Octave Labs
--290 points from Homework
--480 points from Attendance

Exams

Midterm Exam: 100 Points
Final Exam: 100 Points

Points for the Year: 6540 Points
  1. Chapter 1 Notes
    1. Day 1: Real Numbers and Intervals
    2. Day 2: Numerical Operations and Properties
    3. Day 3: Variables, Expressions, and Like Terms
    4. Day 4: Solving Equations of a Single Variable
    5. Day 5: Literal Equations
    6. Day 6: Simple Inequalities
    7. Day 7: Compound Inequalities
    8. Day 8: Absolute Value Equations
    9. Day 9: Absolute Value Inequalities
  2. Chapter 2 Notes
    1. Day 1: Relations, Functions, and the Cartesian Plane
    2. Day 2: Slope and Linear Functions
    3. Day 3: Graphing Linear Functions
    4. Day 4: Writing Linear Functions
    5. Day 5: Scatter Plots and Linear Regression
    6. Day 6: Linear Inequalities
    7. Day 7: Piecewise Functions
    8. Day 8: Absolute Value Functions
  3. Chapter 3 Notes
    1. Day 1: Introduction to Linear Systems
    2. Day 2: Substitution Method
    3. Day 3: Elimination Method
    4. Day 4: Systems of Inequalities
    5. Day 5: Linear Programming
    6. Day 6: Introduction to Three-Space and Graping Planes
    7. Day 7: Solving Systems of 3 Variable Equations
  4. Chapter 4 Notes
    1. Day 1: Introduction to Matrices
    2. Day 2: Matrix Multiplication
    3. Day 3: Determinant of a 2x2 Matrix
    4. Day 4: Determinant of a 3x3 matrix
    5. Day 5: Inverse of a 2x2 Matrix
    6. Day 6: Solving a System of Equations using Matrices
  5. Chapter 5 Notes
    1. Day 1: Introduction to Quadratic Functions
    2. Day 2: Factoring, Part 1
    3. Day 3: Factoring, Part 2
    4. Day 4: Solving a Quadratic Equation Using Square Roots
    5. Day 5: Imaginary and Complex Numbers
    6. Days 6 and 7: Completing the Square
    7. Day 8: Vertex Form
    8. Day 9: Quadratic Formula
    9. Day 10: Quadratic Inequalities
    10. Day 11: Curve Fitting for Quadratic Models
  6. Chapter 6 Notes
    1. Day 1: Properties of Exponents
    2. Day 2: Graphing Polynomial Functions
    3. Day 3: Operations with Polynomials
    4. Day 4: Solving Polynomial Equations by Factoring
    5. Day 5: The Remainder and Factor Theorems
    6. Days 6 and 7: The Rational Root Theorem
    7. Days 8 and 9: Using the Fundamental Theorem of Algebra
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