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showing 1-24 of 86 results

I created this power point for use in my classroom. It is all ready to go and student tested. This power point includes Lesson Essential Questions, if you are interested in Learning Focused Strategies. This presentation is an introduction to quadratic vocabulary as well as a lesson on graphing. T

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This video has some animations, combined with teaching, to help you learn how to solve real-world problems using parametric equations. Enjoy this full version download for FREE! My store has many other lessons, activities, games, & more!
http://www.teacherspayteachers.com/Store/David-Robert

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This is a two day exploration of the connections between sine waves and music. It ties in various iPad apps to help students see how all music is composed of sine waves. I have also created a smore flyer to go along with the lesson: https://www.smore.com/gy9h4

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- 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 whe

This activity reviews all methods of solving quadratics. It has problems that are split into the following categories: solve by graphing, factoring, square roots, completing the square, and quadratic formula. Each category is accompanied with a QR code that lists the answers and distractor answers f

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- Determine whether the function is periodic. If it is, find the period
- Composite Trigonometric Functions
- Find the Domain, Range, and Period of a function
- Find the equations of parallel lines a function oscillates between:
- Sums and differences of sinusoids
- Identify a sinusoid
- Express th

- Graphing parametric equations on a graphing calculator
- Graphing parametric equations by hand
- Eliminate the parameter and identify the graph of the parametric curve
- Eliminate the parameter to obtain the rectangular equation for the curve and Plot the points to graph the curve
- Finding Param

This is a PowerPoint that I use for the first day of school for precalculus and calculus. It has all the essential information like classroom procedures and policies, but also contains some fun things like parent function exercises and fun math facts.

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This lesson is 2nd part to synthetic division. Using synthetic division by x - a, this lesson goes a step further when the divisor is factorable quadratics. This contains video lesson. It can be used to refer how I carry the lesson or it can be used for students as they review.
This file contains s

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This is a Numbers document designed to introduce student to geometric and arithmetic sequences. Students will begin by sorting a set of sequences into two groups. They will then complete tables and observe the graphs of several sequences. Graphs will generate as they complete the table. They wil

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CCSS:

- 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 e

- 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

- 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 co

- 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 e

- 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 e

- finding points determined parametrically
- Eliminating the Parameter
- Using a graphing calculator in parametric mode
- Horizontal line test
- One-to-One functions
- Finding the Inverse of a Function
- Finding the domain of the inverse of a function
- Graphing the Inverse of a Function
- find the

- Given an equation, Name the Parent Function and Describe the translation
- Sketch a graph of the transformation of functions
- Translations
- Stretches and shrinks
- Reflections
- Combining transformations
- Finding equations for Transformations
- Order of combining transformations
- Graphing abs

- Writing mathematical expressions from verbal descriptions
- Write the specified quantity as a function of the specified variable
- Comparing Functions
- Maximizing a quantity
- Mixture Problems
- Percent increase/decrease problems
- Unit Conversions
- Scatter plots
- Regression equations
- Systems

- finding points determined parametrically
- Eliminating the Parameter
- Using a graphing calculator in parametric mode
- Horizontal line test
- One-to-One functions
- Finding the Inverse of a Function
- Finding the domain of the inverse of a function
- Graphing the Inverse of a Function
- find the

- finding points determined parametrically
- Eliminating the Parameter
- Using a graphing calculator in parametric mode
- Horizontal line test
- One-to-One functions
- Finding the Inverse of a Function
- Finding the domain of the inverse of a function
- Graphing the Inverse of a Function
- find the

- Identifying Polynomial Functions and their degrees
- write a LINEAR equation given two ordered pairs
- average rate of change
- vertex from of a quadratic equation
- Matching quadratic equation to their graphs
- Graphing a quadratic function in vertex form-
- Finding the vertex and axis of symmet

- determine whether a given function is a power function
- direct variation and inverse variation
- determine whether a given function is a Monomial function
- graphing power functions
- Analyze Power Functions: Domain, Range, Continuity, Symmetry, Boundedness, Local Extrema, Asymptotes, End Behavi

- Describe transformations of power function then sketch a graph of the power function
- Leading coefficient test for polynomial end behavior
- Using Limits to describe end behavior
- Solving polynomial functions algebraically
- State the degree and list the zeros of the polynomial function
- State

showing 1-24 of 86 results