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Preview of Function Notation (Math 1)

Function Notation (Math 1)

This lesson is the first of nine lessons in the Math 1 Linear Functions Unit. In this lesson, the students will learn how to: ~evaluate functions presented with function notation, ~represent solution in function notation, as an ordered pair, and as a point in the coordinate plane, ~solve equations presented with function notation. The download for this lesson includes guided notes (with examples and class work problems), an answer key to the guided notes, and a SMART Notebook presentation
Preview of Function Notation Bundle

Function Notation Bundle

Created by
P L
For a cheaper price this includes: --- Function Notation Introduction Animated Power Point --- Function Notation Practice (flipchart) --- Investigations - Function Notation (worksheets)
Preview of Algebra 2 - Function Notation and Composition of Functions

Algebra 2 - Function Notation and Composition of Functions

This is one of my credit recovery lessons for Algebra 2. These were created when I worked at a credit recovery high school where students could take both semesters of the class in only one semester. Please make sure that you have the appropriate SmartBoard notebook software before purchasing. If you do not, you can download it from Smart Technologies. Lesson 14 – Function Notation and Composition of Functions is a lesson for Algebra 2. This lesson covers to use function notation and how to pe
Preview of Piecewise Functions: Write the Function Notation for a Piecewise Function Graph

Piecewise Functions: Write the Function Notation for a Piecewise Function Graph

Created by
AlgebraMart
Piecewise Functions WorksheetWrite the Function Notation for a Piecewise Function GraphA function is graphed on the set of axes. Which function is related to the graph?Over what interval(s) is the function decreasing?Evaluate for f(x) = What type of graph this?Step by step ti-84 graphing calculator instructions for graphing the functionDesign FormatLandscape Orientation - Horizontal layout for Promethean Interactive Whiteboard, Chromebooks and tablets.
Preview of Calculus Board Sessions,Session 2,Functions,Trig,Slope,Line Equations

Calculus Board Sessions,Session 2,Functions,Trig,Slope,Line Equations

In this Board Session students will… -get some exponent and trig practice -solve some challenging open sentences -work with functions and composite functions -review find equations of lines -review sign lines -review interval notation We DO have a complete set of the 20 Calculus Board Sessions listed, and at a discount from the individual sessions multiplied by 20. For ease in finding it you might want to try copying: Complete Set 20 Calculus Board Sessions, Review WITH solutions, No Calculator
Preview of Calculus Board Sessions,Session 6,Limits,Definition Derivative,find dy/dx

Calculus Board Sessions,Session 6,Limits,Definition Derivative,find dy/dx

In this Board Session students will… -get some exponent and trig practice -find some limits -review sin lines -review interval notation -use the definition of derivative -find derivatives -work with functions We DO have a complete set of the 20 Calculus Board Sessions listed, and at a discount from the individual sessions multiplied by 20. For ease in finding it you might want to try copying: Complete Set 20 Calculus Board Sessions, Review WITH solutions, No Calculator AB AP Test,digitally . .
Preview of Transformation Task Cards

Transformation Task Cards

This set of cards of twenty-five task cards can be used to help students review horizontal and vertical shifts and horizontal and vertical stretching while using function notation. These cards are appropriate for Algebra 1 and Algebra 2. Six functions have been used through the set of task cards: • y = x • y = x^2 • y = x^3 • y = cube root of x • y = square root of x • y = |x| Directions have been included on how to use the graphing calculator to help the students complete some of the transforma
Preview of Linear Functions Flash Cards (Math 1)

Linear Functions Flash Cards (Math 1)

These flashcards will help the students review important vocabulary and concepts from the Math 1 Unit 2 Linear Functions Unit. The flashcards can be pre-printed on card stock by the teacher and filled in by the students during a review before the test. Unit 3: Linear Functions Lesson 1: Function Notation Lesson 2: Graphs of Functions Lesson 3: Graphing Horizontal and Vertical Lines Lesson 4: Slope/Average Rate of Change Lesson 5: Slope-Intercept Form Lesson 6: Word Problems in Slope-Intercep
Preview of Analyzing Rational Functions Lesson Unit 2 Precalculus

Analyzing Rational Functions Lesson Unit 2 Precalculus

⭐⭐ This  Precalculus Honors lesson provides you with a  customizable and  fully-editable resource of guided student notes, practice set and daily lesson quiz that cover the topics for  Analyzing Rational Functions. Your students will analyze rational functions and solve applications of rational functions. ⭐⭐ ✅ Lesson 2.7 Analyzing Rational Functions is a two-day lesson with an emphasis on the learning objectives: ★ Analyze rational functions completely, including using limit notation to describ
Preview of Graphing Horizontal and Vertical Lines (Math 1)

Graphing Horizontal and Vertical Lines (Math 1)

This lesson is the third of nine lessons in the Math 1 Linear Functions Unit. In this lesson, the students will learn how to: ~ graph horizontal and vertical lines. The download for this lesson includes guided notes (with examples and class work problems), an answer key to the guided notes, and a SMART Notebook presentation that corresponds with the guided notes that includes a “Ticket Out the Door”. Unit 3: Linear Functions Lesson 1: Function Notation Lesson 2: Graphs of Functions Lesson 3
Preview of Graphs of Rational Functions Lesson Unit 2 Precalculus

Graphs of Rational Functions Lesson Unit 2 Precalculus

⭐⭐ This  Precalculus Honors lesson provides you with a  customizable and  fully-editable resource of guided student notes, practice set and daily lesson quiz that cover the topics for  Graphs of Rational Functions. Your students will develop a systematic process for graphing and analyzing rational functions. ⭐⭐ ✅ Lesson 2.6 Graphs of Rational Functions is a two-day lesson with an emphasis on the learning objectives: ★ Graph transformations of the reciprocal function, by finding vertical and ho
Preview of Slope/Average Rate of Change (Math 1)

Slope/Average Rate of Change (Math 1)

This lesson is the fourth of nine lessons in the Math 1 Linear Functions Unit. In this lesson, the students will learn how to: ~determine if a function is linear or non-linear, ~calculate the slope of a linear function, ~calculate the average rate of change of a non-linear function. The download for this lesson includes guided notes (with examples and class work problems), an answer key to the guided notes, and a SMART Notebook presentation that corresponds with the guided notes that inclu
Preview of 8th Grade Math AIR Test Prep | Ohio State Test (OST) Review Game | Digital

8th Grade Math AIR Test Prep | Ohio State Test (OST) Review Game | Digital

🎯 8th Grade Math AIR Test Prep – Ohio State Test (OST) Review Game Prepare your students for success on the Ohio AIR Test (Ohio State Tests – OST) with this engaging, interactive digital math review game! Designed to align with Ohio Learning Standards, this resource helps students build confidence while reviewing key concepts tested on the AIR exam through fun, self-paced digital task cards. 🧠 What’s Covered (Aligned to Ohio Standards) This resource targets major Grade 8 math domains ass
Preview of Graphs of Functions (Math 1)

Graphs of Functions (Math 1)

This lesson is the second of nine lessons in the Math 1 Linear Functions Unit. In this lesson, the students will learn how to: ~ evaluate functions and plot the results in the coordinate plane ~ distinguish between linear and non-linear functions ~ distinguish between linear, exponential, and quadratic functions ~ determine if a relation represents a function ~ identify the domain and range of a function The download for this lesson includes guided notes (with examples and class work problem
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