Study for your exam! Look through your old tests and quizzes to get an idea of what to look for!
Here's a list of all of the topics covered on your exam (between both the multiple choice and open-ended sections)...
- Linear Equations (parallel/perpendicular lines and slope)
- Determine if a graph/equation is a function
- Evaluate a function--find f(3) or f(x+1)
- Domain and Range (especially for square root and rational functions)
- Intervals of increasing, decreasing, constant...
- Find max/min on the calculator
- Is a function even, odd, or neither? (graphically and algebraically)
- Parent functions--know them all
- Shifting and reflecting functions (algebra aerobics)
- Function operations: f+g, f-g, fg, f/g, and compositions of functions
- Inverse functions (algebraically and graphically)
- Find the inverse of a rational function (looks like a fraction)
- Find line of best fit on the calculator
- Quadratics (vertex, x intercepts, y-intercepts, graph, and switch forms)
- End behavior
- Real zeros and multiplicity
- Find all zeros, real and imaginary
- Long division
- Synthetic division
- Factor a polynomial completely, given a zero (use synthetic to reduce it, then factor the result)
- Complex Numbers (add, subtract, multiply, divide--use conjugates)
- Rational Functions! (asymptotes, intercepts, graphing)
- Factoring
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