Credits:
Term:
Prerequisites:

Student must have taken Algebra I, but not received credit.





Course Description:

This learning recovery course allows students to pretest and identify specific content areas within the course to complete with the support of the teacher. Entire course is offered online and does not require the student to attend the class in person. A two week extension is available for students who may require more flexibility to complete the program. It is the responsibility of the student to determine their school’s acceptance of VTVLC credit for credit recovery. Refunds will only be granted PRIOR to the course start date of 6/28/17.



Topics & Concepts:

Module 1:

  • Numerical Operations
  • Algebraic Expressions
  • Units and Graphs
  • Descriptive Modeling and Accuracy
  • Translations
  • Algebraic Properties and Equations

Module 2:

  • One-Variable Equations
  • Two-Variable Equations
  • Absolute Value Equations
  • Inequalities
  • Compound Inequalities
  • Literal Equations

 

Module 3:

  • Relations and Functions
  • Function Notation and Graphs
  • Linear Functions
  • Linear Models
  • Writing Linear Functions
  • Horizontal and Vertical Lines

Module 4:

  • Properties of Exponents
  • Operations with Radicals
  • Exponential Functions and Models
  • Graphing Exponential Functions
  • Sequences
  • Exploring Linear and Exponential Growth

Module 5:

  • Solving Systems of Equations Graphically
  • Solving Systems of Equations Algebraically
  • Solving Systems of Equations Approximately
  • Two-Variable Linear Inequalities
  • Systems of Linear Inequalities

Module 6:

  • Representing Data
  • Comparing Data Sets
  • Data Sets and Outliers
  • Two-Way Frequency Tables
  • Scatter Plots and Line of Best Fit
  • Correlation and Causation

Module 7:

  • Introduction to Polynomials
  • Addition and Subtraction of Polynomials
  • Multiplication of Monomials
  • Division of Monomials
  • Multiplication of Polynomials
  • Special Products
  • Division of Polynomials
  • Function Operations

Module 8:

  • Greatest Common Factor
  • Factoring By Grouping
  • Factoring Trinomials
  • Perfect Square Trinomials
  • Difference of Perfect Squares
  • Polynomial Functions

Module 9:

  • Quadratic Models
  • Quadratics and Completing the Square
  • Quadratics and the Quadratic Formula
  • Applications of Quadratic Functions
  • Exploring Non-Linear Systems and Growth


Offerings and courses subject to change. Please refer to the VTVLC Student Information System as the most up-to-date resource of current offerings and required materials for courses.