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Course introduction
Notation, inverse, composition
Linear equations, linear inequalities
Slope, slope/intercept form, parallel/perpendicular, applications
Direct variation, constant, identity, absolute value, step functions
Solving systems of linear equations using substitution, elimination, graphing
Factoring using GCF, difference of two squares, trinomials
Graphing and applications
Solving quadratic equations and quadratic inequalities
Complex numbers, operations with complex numbers, simplifying complex numbers
Completing the square, quadratic formula, discriminant
Conic sections, parabolas, hyperbolas, ellipses, circles
Standard form, graphing with center at origin
Long and synthetic division, rational root theorem, graphs of polynomial function
Rational functions, domain, vertical & horizontal asymptotes, graphing rational functions
Exponential and logarithmic functions, properties of logs, change of base formula
Exponential and logarithmic equations, growth and decay, compound interest
Sequence, factorial and summation notation, arithmetic sequences
Geometric sequences, geometric series
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