Transformation of Lines
An introductory question set on translations, reflections, and expansions/compressions. Learn how these basic transformations change the graph and equation of lines. 
Transformation of Functions
This question works through the steps required to apply translations, reflections, and stretches to all basic functions.
Inverse Functions
Learn how to find the inverse of a function given a table of values, graph, or equation.
Reciprocals of Functions
This question set explains how the graph of a function changes when we take its reciprocal.
Transformations on Trigonometric Functions
Learn how to apply transformations to trigonometric functions. Students should understand that many transformations are equivalent when applied to periodic functions.
Log Functions
Introduces the graph of the log function by analyzing the inverse of exponential functions.
Exponents
Practice working with exponent laws to simplify expressions.
Logarithms
An introductory question set to logarithms. Students should appreciate when logarithms are needed and learn how to simplify logarithmic expressions.
Absolute Value of Functions
Discover how functions behave when involving absolute values. This question set deals heavily with graphs of functions and how they change when their absolute value is taken.
Absolute Values
This question set explains the definition of absolute values in piecewise notation. The properties of absolute values will then be explored, including those with inequalities.
Intersection of Lines
Determine the coordinates where two different lines intersect to solve word problems involving linear relations.
Parallel and Perpendicular Lines
Discover how the slope of a line compares between lines are parallel or perpendicular to one another.
Linear Relations
This question set explores the graphs and equations of lines in slope-intercept form. By the end of the question set, students should be able to calculate the slope and y-intercept of a line given its graph or equation.
Parabolas
This question set shows how quadratic functions can be graphed using the vertex and zeroes.
Quadratic Formula
Apply the quadratic formula to solve quadratic equations. The role of the discriminant will be explored to determine the number of roots in a quadratic equation.