* Week 1
* quadratic functions
* parabolas
* factoring
* quadratic formula
* Week 2
* angles
* radians and degrees
* visual angles
* special triangles
* Pythagorean identity
* unit circle
* Week 3
* limits
* continuity
* sin(x)/x
* existence of limits
* limit principles
* continuity principles
* piecewise functions
* Week 4
* average rate of change
* instant rate of change
* derivatives
* scaling
* the power rule
* quotient rule
* Week 5
* increasing
* decreasing
* critical points
* relative maxima and maxima
* first derivative test
* curve sketching table
* concave up and down
* second derivative test
* point of inflection
* limits of rational functions
* vertical asymptotes
* horizontal asymptotes
* oblique asymptotes
* Week 6
* curve sketching
* Week 7
* optimization
* end points
* implicit differentiation
* related rates
* the sliding ladder problem
* Week 8
* exponential functions
* population growth
* logarithms
* properties of logarithms
* Ebbinghaus learning model
* Week 9
* solving logarithmic equations
* exponential decay
* radioactive decay
* radio carbon dating
* semi-log graphing
* log-log graphing
* Week 10
* integration
* anti-derivatives
* integrating polynomials
* summation notation
* Week 11
* Riemann sums
* definite integrals
* indefinite integrals
* fundamental theorem of calculus
* integration by substitution
* Week 12
* integration by parts
* iterated integration by parts
* partial fractions
* cross-sectional area
* volume