Credits: 0.5
Term: Fall 2017, On Demand
Prerequisites:

None





Course Description:

The instruction in this course will focus on three critical areas: (1) analyzing two- and three-dimensional space and figures using distance, angle, similarity, and congruence, and understanding and applying the Pythagorean Theorem; (2) grasping the concept of a function and using functions to describe quantitative relationships; (3) formulating and reasoning about expressions and equations, including modeling an association in bivariate data with a linear equation, and solving linear equations and systems of linear equations.



Topics & Concepts:
Module 00 Getting Started
  • 00.01 Things to Know
  • 00.02 Navigation
  • 00.03 Lessons and Assessments
  • 00.04 Course Specifics
  • 00.05 Online Learning 101
  • 00.06 Pace
Module 01 Real Numbers and Exponents
  • 01.00 Module One Checklist and Pretest
  • 01.01 The Number Line
  • 01.02 Exponent Rules Part I
  • 01.03 Exponent Rules Part II
  • 01.04 Mid-Module Check
  • 01.05 Square and Cube Roots
  • 01.06 Scientific Notation
  • 01.07 Operations with Scientific Notation
  • 01.08 Module One Practice Test
  • 01.09 Discussion-Based Assessment
  • 01.10 Module One Test
Module 02 Geometric Transformations
  • 02.00 Module Two Checklist and Pretest
  • 02.01 Translations
  • 02.02 Reflections and Rotations
  • 02.03 Conguent Figures
  • 02.04 Mid-Module Check
  • 02.05 Similar Figures
  • 02.06 Transversals
  • 02.07 Triangle Angles
  • 02.08 Module Two Practice Test
  • 02.09 Discussion-Based Assessment
  • 02.10 Module Two Test
Module 03 Geometric Relationships
  • 03.00 Module Three Checklist and Pretest
  • 03.01 The Pythagorean Theorem
  • 03.02 Pythagorean Theorem Applications
  • 03.03 The Pythagorean Theorem on the Coordinate Plane
  • 03.04 Mid-Module Check
  • 03.05 Volume Part I
  • 03.06 Volume Part II
  • 03.07 Module Three Practice Test
  • 03.08 Discussion-Based Assessment
  • 03.09 Module three Test
Module 04 Functions
  • 04.00 Module Four Checklist and Pretest
  • 04.01 Introduction to Functions
  • 04.02 Comparing Functions
  • 04.03 Mid-Module Check
  • 04.04 The Linear Function
  • 04.05 Graphs of Functions
  • 04.06 Module Four Practice Test
  • 04.07 Discussion-Based Assessment
  • 04.08 Module Four Test
  • 04.09 Segment One Practice Test
  • 04.10 Segment One Exam
 


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.