Concordia University-St. Paul
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Latest notes & summaries Concordia University-St. Paul
Explains and has examples for average rate of change, increasing and decreasing.
Explains and has examples for transforming functions, such as quadratics. Horizontal and vertical shrinks and stretches. Horizontal and vertical shifts, reflections, and even and odd functions.
Explains standard quadratic form and vertex form and has examples for them. Explains maximums and minimums, and local maximums and minimums.
Modeling different functions and rules with word problem examples.
Formulas for mid-point, distance on a graph, and for a circle with a center at (h,k). Examples for each and how to test for symmetry.
Modeling with using equations with real-life scenarios.
Compound and non-linear inequalities. Absolute value when dealing with inequalities. With examples.
Gives examples of composite functions and the algebra of functions. How to combine functions using addition, subtraction, multiplication, and division.
The definition of an inverse functions. Explains the horizontal line test which determines if a function is one to one or not. It also has example problems and the properties of inverse functions.
Describing real numbers, including rational, irrational, integers, whole numbers, and natural numbers. Describing commutative, associative, and distributive properties. Distance, absolute value, sets, and interval notation.