Field of Study
In Algebra II, a thorough treatment of advanced algebraic concepts will be provided through the study of functions, equations, inequalities, systems of equations, polynomials, rational and radical equations, complex numbers, and sequences and series.
Emphasis will be placed on practical applications and modeling throughout the course. Oral and written communication concerning the language of algebra, logic of procedures, and interpretation of results also permeate the course. The course emphasizes a transformational approach to graphing functions, using translation, reflection, dilation, and rotation to generate a “family of functions” from a given “parent” function and building a strong connection between algebraic and graphic representations of functions. Students will vary the coefficients and constants of an equation, observe the changes in the graph of the equation, and make generalizations that can be applied to many graphs.
Students will learn course concepts through pre-recorded videos, live presentations, and online textbooks. Practice and implementation of the concepts will be performed through written and online assessments, oral exams, and group work.
Graphing utilities (calculators, computers, and other technology tools) will be used to assist in teaching and learning. Graphing utilities facilitate visualizing, analyzing, and understanding algebraic and statistical behaviors and provide a powerful tool for solving and verifying solutions.
An end-of-course Standard of Learning (SOL) assessment will be given to test for successful mastery of the course objectives.
- Students enrolled in Algebra II are assumed to have mastered the concepts outlined in the Algebra I standards.
Course Texts and Materials
- Graphing Calculator (TI-82, TI-83, TI-83 Plus, TI-84 Plus, or TI-Nspire)
- Notebook for organization, note-taking, and assignments
- Scanner or scanner app on a mobile device