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video: HPC: CU 1A Review: Functions, Inverses, and Modeling

video: HPC: CU 1A Review: Functions, Inverses, and Modeling
Product Description
- Match the numerical model to the corresponding graphical model and algebraic model:
- Find an algebraic model to represent the data
- Solving Equations Algebraically
- Solving Equations Graphically
- Grapher Failure
- Hidden behavior
- Solving equations Graphically
- Scatter plots
- Regression equations
- Vertical Line Test
- Defining a Function in Equation Form
- Finding the Domain of a Function
- Finding the Range of a Function
- Continuity of Functions
- Removable and nonremovable discontinuity
- Identifying points of discontinuity
- Finding Local Maximum and Minimums
- Identifying Intervals where function is increasing, decreasing, and constant
- Determining Boundedness of a Function
- Checking functions for Symmetry Algebraically
- Checking functions for Symmetry Graphically
- Finding Vertical Asymptotes of a Function
- Finding Horizontal Asymptotes of a Function
- Determining End Behavior
- The 12 Basic Functions
- Transformations and equations of the 12 Basic Functions
- Matching graphs to transformation equations of the 12 basic functions
- Using a graphing Calculator to determine the domain and range of the function
- Analyze a Function (symmetry, boundedness, asymptotes, relation to 12 basic functions etc…)
- Graphing piecewise functions and identifying points of discontinuity
- Find the sum, difference, product and quotient of Functions and identifying the domain
- Find the sum or difference of the graphs of functions
- Composition of Functions
- Domain of the Composition of Functions
- Decomposing Functions
- Modeling with composition of Functions
- Applications with compositions of Functions
- Math XL problems to review CU 1 A: Functions, Inverses and Modeling
Total Pages
Answer Key
Teaching Duration
1 hour
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