Function Chart
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Graphing the Sine Function Unit Circle Connection and Graphic Organizer
Graphing the Sine Function is an exploration activity to have your students make connections to the unit circle! Students will find the values of sine for angles on the unit circle and then plot those points to draw the sine curve. Choose what information you want to highlight for your class and use the space provided to give notes. This low prep activity is an excellent assignment to use as an introduction to any graphing trig functions unit. Students will:Find the values of sine for angles o
10th - 12th
Algebra 2, Other (Math), PreCalculus
CCSS
HSF-TF.B.5
Also included in: Graphing Sine and Cosine Functions Unit for Precalculus Trigonometry
Absolute Value Functions: Transformations
Transforming Absolute Value Functions The lesson itself is set up so students can fill out tables and make graphs on the same coordinate plane. This will enable them to discover how various transformations occur. Students will then write verbal descriptions of how the parent function has been changed. To help them have success with these challenging concepts, a "flow chart" will guide them through the process. In short students will learn about vertical shifts (translations), vertical stretches,
8th - 11th
Algebra, Algebra 2, Graphing
CCSS
HSF-BF.B.3
Graphing the Cosine Function Unit Circle Connection and Graphic Organizer
Graphing the Cosine Function is an exploration activity to have your students make connections to the unit circle! Students will find the values of cosine for angles on the unit circle and then plot those points to draw the cosine curve. Choose what information you want to highlight for your class and use the space provided to give notes. This low prep activity is an excellent assignment to use as an introduction to any graphing trig functions unit. Students will:Find the values of cosine for
10th - 12th
Algebra 2, Other (Math), PreCalculus
CCSS
HSF-TF.B.5
Also included in: Graphing Sine and Cosine Functions Unit for Precalculus Trigonometry
Functions Va - Evaluating Functions from Three Representations B
Evaluate functions (forwards and backwards) using graphs, equations, and charts. It includes a quadratic equation. This is ready to print, or for distance learning, you can assign as an online Easel Activity. The digital version is ready-to-use, but you can edit the instructions and locations of answer boxes to fit your needs.
9th - 11th
Algebra, Algebra 2, Math
CCSS
HSF-IF.A.2
, HSF-BF.A.1c
, HSF-BF.B.4a
+1
Also included in: Bundle: Evaluating Three Representations of Functions
Functions III - Evaluating Functions from Three Representations A
Evaluate functions (forwards and backwards) using graphs, equations, and charts. It includes a quadratic equation. This is ready to print, or for distance learning, you can assign as an online Easel Activity. The digital version is ready-to-use, but you can edit the instructions and locations of answer boxes to fit your needs.
9th - 11th
Algebra, Algebra 2, Math
CCSS
HSF-IF.A.2
, HSF-BF.A.1c
, HSF-BF.B.4a
+1
Also included in: Bundle: Evaluating Three Representations of Functions
Functions XVIII - Domain and Range
Describe the input and output sets based on equations, graphs, charts, and mappings. For some more complicated functions, find just the domain. This is ready to print, or to assign as an online Easel Activity. The digital version is ready-to-use, but you can edit the instructions and locations of answer boxes to fit your needs.
9th - 12th
Algebra, Algebra 2, Math
CCSS
HSF-IF.B.5
, MP3
Exponentials VI - Exponential and Linear Functions
Given a chart of data, a) decide if it is linear, exponential, or neither, b) use the pattern to find the y-intercept, c) write equations that describe the data. This is ready to print, or to assign as an online Easel Activity. The digital version is ready-to-use, but you can edit the instructions and locations of answer boxes to fit your needs
9th - 11th
Algebra, Math
CCSS
HSA-CED.A.1
, HSF-LE.A.1
, HSF-LE.A.2
Focus on Quadratics (Distance Learning)
This worksheet in chart format organizes information related to graphing quadratic equations/functions. Ten equations/functions are provided and students will find the discriminant, determine the number of solutions/roots/zeros/x-intercepts, use the quadratic formula to find the roots, find the vertex, and then sketch the parabola. This activity is a comprehensive review of these concepts and can be used to help students make sense of how the steps fit together. CCSS A-REI Quadratics Foldabl
8th - 11th
Algebra, Algebra 2, Graphing
Functions XI - Evaluating Transformed Functions C
Find the values for functions (described by equations, graphs, and charts) that have been transformed. Excerpt from questions: If q(3n) + 8 = 140, find q(n). This is ready to print, or to assign as an online Easel Activity. The digital version is ready-to-use, but you can edit the instructions and locations of answer boxes to fit your needs.
9th - 12th
Algebra, Algebra 2, Math
CCSS
HSF-IF.A.2
, HSF-BF.A.1c
, HSF-BF.B.3
Also included in: Bundle: Evaluating Transformed Functions
Functions X - Evaluating Transformed Functions B
Find the values for functions (described by equations and charts) that have been transformed. Excerpt from questions: Find g(-2) if g(x) = -3f(x)+5. This is ready to print, or to assign as an online Easel Activity. The digital version is ready-to-use, but you can edit the instructions and locations of answer boxes to fit your needs.
9th - 12th
Algebra, Algebra 2, Math
CCSS
HSF-IF.A.2
, HSF-BF.A.1c
, HSF-BF.B.3
Also included in: Bundle: Evaluating Transformed Functions
Functions VIII - Evaluating Transformed Functions A
Find the values for functions (described by equations and charts) that have been transformed. Excerpt from questions: Find n(-1) if n(x) = w(x+5)+4. This is ready to print, or to assign as an online Easel Activity. The digital version is ready-to-use, but you can edit the instructions and locations of answer boxes to fit your needs.
9th - 12th
Algebra, Algebra 2, Math
CCSS
HSF-IF.A.2
, HSF-BF.A.1c
, HSF-BF.B.3
Also included in: Bundle: Evaluating Transformed Functions
Input/Output Chart
Introduce your students to functions with a basic input/output chart! Students can use several strategies to solve these problems, including repeated addition, using picture clues, and multiplication.
2nd - 3rd
Basic Operations, Math, Numbers
CCSS
2.NBT.A.2
, 2.OA.A.1
, 2.OA.C.3
Sunflowers Plant Life Cycle: Science, Math, Literacy & Hands on Spring Crafts
Flower growth cycle, Growth Charts, Label the Cycle Cut and Paste Full Color and Black and White What Plants Need Cut and Paste Parts of a Flower Cut and Paste Compare and Contrast Animals and Flowers Flowers are Cool Writing Celebrate Spring with 100 Pages of Sunflower Science, Math, Literacy and Crafting Fun. All kids love sunflowers! Integrate Common Core ELA in this Science and Math Unit. Foldables: Plant Functions, Plant Processes, Plant Parts we Eat, Flower Foldable 11 Page Full Color and
K - 5th
English Language Arts, Math, Science
Introduction to Writing Functions Worksheets
This breaks down how to determine the function equation from a chart. For teaching or leaning use the video https://youtu.be/qTmInhPwBZw to accompany these worksheets.
8th - 12th
Math
CCSS
8.F.B.4
Other Trig Derivatives - Tanx, Cotx, Secx, and Cscx
Are there derivatives for the other trig functions? Yes, there are, and we can even derive them easily. In this lesson students will learn the derivatives of all the trig functions and practice how to apply them. Concepts in this lesson are:· Derivations of other trig functions using Quotient Rule with sinx and cosx. · Determining derivatives. · Evaluating derivatives. · Comprehensive chart of all derivatives. (Chain rule not yet included.) You can print this no prep lesson and use it as
10th - 12th
Calculus, Math
Also included in: Differentiation: Definition and Fundamental Properties
Linear, Quadratic or Neither Notes
This is a double-sided notes page on recognizing linear and quadratic functions from equations and tables of values. The notes begin by having the student write down what a function is and what makes it linear. Next, they write down the 3 equations of a line. Finally, they are asked to describe what makes a function quadratic. 12 examples follow where the student is given an equation and asked to determine if the function is linear, quadratic or neither. On the back, the student is given two ta
8th - 11th
Algebra, Algebra 2, Other (Math)
Also included in: Quadratic Functions Unit Bundle - Algebra 1 Curriculum
Checking Account Lesson Consumer Math Life Skills Special Education
A checking account is a great way for beginners to learn the terms and functions of a bank and methods for managing money. This lesson unit includes all of the print materials for a Checking Account Unit designed for a high school self-contained consumer math class. LEARNING OBJECTIVE: Given a specific purchase amount, write a check and record the purchase in the check register. Read about how I teach about Checking Accounts and ideas for how to use this resource and materials in new ways!Materi
6th - 12th
Applied Math
CCSS
6.NS.C.5
Finding Functions
This is a worksheet to guide students how to solve function rules. Students are used to writing functions then graphing. When starting with a chart or graph - it becomes a sometimes difficult process to work backwards. These worksheets show in methodical steps how to easily solve these equations by first eliminating the constant. As always, my worksheet include answers. I take a different approach to worksheets than the standard material available. Each worksheet is presented in a methodical ste
8th - 10th
Algebra, Math
Left Riemann Sums and Right Riemann Sums Lesson
What is a meaningful way to relate Riemann Sums to integration? In this introductory lesson on approximating area of an irregular shape, we will explore graphically, numerically (in charts) and algebraically how to determine a Right Riemann Sum and a Left Riemann Sum. Concepts in this lesson are:Riemann Sums solved using a graph.Riemann Sums determined from a function with and without technology.Determining Riemann Sums from a chart with regular intervals and with varying widths. Determining
11th - 12th
Calculus, Math
ACT Math Test Prep - Statistics, Probability, Algebra and Number Sense
Give your students rigorous ACT math practice with this 30-question test prep resource, designed to help them build confidence, master key concepts, and improve their scores before test day! Covering statistics, probability, number sense, scientific notation, tables, charts, and algebra, this resource strengthens problem-solving skills with ACT-style questions that reflect real test scenarios. Includes a 22-question Google Forms quiz aligned to the Enhanced ACT Math. The quiz is auto-grade
10th - 12th
Algebra, Basic Operations, Statistics
Foundations for Functions Unit Algebra 2 Curriculum
The Foundations for Functions Unit has been updated with new warmups and a Google Forms and TPT Easel version of the unit test! THE FOUNDATIONS FOR FUNCTIONS UNIT INCLUDES:6 lessons and assignmentsonline tutorial videos 1 unit quiz (A & B versions)a Google Slides Parent Functions Digital Flip Chart (use as your notes or as a supplemental activity - it's designed to use as a supplemental activity)Warmups PowerPoint display that also includes warmups and assignment answer keys for easy grading and
9th - 11th
Algebra, Algebra 2, Math
Also included in: Algebra 2 Curriculum
Gallery Walk: Application of Derivatives - Graphing
How do I teach my students how f, f’, and f’’ are related? The Gallery Walk on Applications of Derivatives will give your students practice in analyzing graphs of derivatives analytically, numerically, and graphically. Students will graph f(x) from f’(x), and the reverse. They will read charts of f’ and f’’ to graph f. They will analyze a function by taking its derivatives to graph. Finally, they will differentiate f, f’, and f’’ graphs. All of these require levels 2 through 4 of learning. Man
11th - 12th
Calculus, Math
Differentiability and Continuity
How do I teach my students the relationship between continuity and differentiability? One of the best ways to teach when a function is differentiable is through graphs. Students will observe when derivatives of functions are discontinuous and therefore not differentiable at those points. Concepts in this lesson are:· The three ways a derivative fails. (Anchor chart included.) · If a function is differentiable, then it is continuous, but the converse is not always true. · The derivative of
10th - 12th
Calculus, Math
Also included in: Differentiation: Definition and Fundamental Properties
Algebra through Geometry Problems, Rubrics, Answer Keys, and Activities
The Algebra through Geometry Problems ask students to investigate two challenging geometric pattern problems by building quadratic and cubic equations. Students will derive the equations after going through a few guided steps. The rubrics and answer keys can be used by the students and/or teacher. There are three supporting activities that compliment the challenge problems. Topics covered in the problems and activities: Analyze patternsMake charts and tablesFind quadratic equationsUse the cubic
8th - 12th
Algebra, Algebra 2, PreCalculus
CCSS
HSA-CED.A.2
, HSF-IF.C.9
, HSF-BF.A.1
+2
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