Term 3

• Organizing Data Into Matrices
• Addition With Matrices
• Multiplying Matrices
• Determinants of a Matrix
• Inverse of a matrix
• Solve Systems of Linear Equations Graphically
• Solve Systems Using inverses
• Graphing Lines Using Standard Form into slope intercept form
• Find the zeroes of a linear equation in slope-intercept form Parallel And Perpendicular Lines
• Solve Systems of Linear equations Algebraically
• Solve break even analysis and other systems applications
• Graph Systems Of Inequalities
• Applications For Graphing Systems of Inequalities
• Relations and Functions
• Function Notation
• Composite Functions
• Arithmetic Operations with Functions
• Families Of Functions

Term 4

• Linear or Quadratic DATA
• Linear or Quadratic Equation
• Absolute Value or Quadratic graph
• Graph Absolute Value Functions
• Graph of a quadratic given Vertex Form
• Solve Absolute Value equations
• Solve and graph Absolute Value inequalities
• Solve Quadratic Equations given Vertex form
• Graph a quadratic with its roots given in Vertex form
• Write Equation In Vertex Form Given A Vertex And A Point
• Solving Quadratic Equations by Factoring
• Solving Quadratic equations by the quadratic formula
• Find the roots and vertex of a Quadratic Function in Standard Form
• Graph Standard Form of a quadratic function
• Applications of quadratic functions
• Review factoring Polynomial Expressions
• Apply the Fundamental Theorem of Algebra
• Solve polynomial equations by factoring
• Use the properties of exponents to simp/eval expressions with rational exponents
• Solve radical equations and inequalities
• Use the exponential function y=e^x
• Use common logarithms and antilogarithms to compute powers and roots
• Solve exponential and logarithmic equations and inequalities
• Simplify rational expressions
• Find the least common denominator of rational expressions
• Solve rational equations and inequalities