The depth and level of understanding expected in Advanced Algebra is beyond the scope of Algebra 2. Students are not only expected to master algebraic mechanics but also to understand the underlying theory and to apply the concepts to real-world situations in a meaningful way. A thorough treatment of advanced algebraic concepts is provided through the study of functions, polynomials, rational expressions, complex numbers, matrices, sequences and series, permutations and combinations, and selected topics in discrete mathematics.
Emphasis is on modeling, logic, and interpretation of results.
A transformational approach to graphing is used with families of related graphs. Numerical, graphical, and algebraic solutions should be considered for all problems where appropriate. Graphing utilities, especially graphing calculators, are integral to the course. All Virginia Standards of Learning for Algebra 2 are included in this course. Indicators Identify and apply field properties, axioms of equality and inequality, and properties of order that are valid for the set of real numbers and its subsets, complex numbers, and matrices.