How to define periodic functions.
How to graph logarithmic functions.
How we define power functions, and which of our parent functions belong to this family.
How to graph exponential functions.
How to graph seven elementary functions.
How to evaluate the greatest integer function.
How to define an exponential function.
How a domain restriction affects the graph of a function.
How to find the domain of a function when it has rational or radical expressions.
How we identify the end behavior of a polynomial functions.
How to use function notation to solve log equations.
How we identify odd power functions and even power functions.
How we define polynomial functions, and identify their leading coefficient and degree.
How to recognize the graph of an even or odd function.
How to define rational functions, and how to identify their domain and zeros.
How to restrict the domain of sine so it will have an inverse function.
How to restrict the domain of cosine so it will have an inverse function.
How to restrict the domain of tangent so it will have an inverse function.
How we identify the equation of a polynomial function when we are given the intercepts of its graph.
How to find the oblique asymptote of a rational function, if it has one.