Teach Inverse Functions with this easy hand-drawn algebra infographic! Students learn how an inverse function undoes the original function using y = f⁻¹(x), with key rules like f(f⁻¹(x)) = x and f⁻¹(f(x)) = x. Includes steps for finding an inverse, swapping x and y, solving for y, graph reflection over y = x, examples, and real-life uses. Perfect for high school algebra, homeschool lessons, classroom anchor charts, functions practice, and quick revision. Save this pin to help students understand inverse functions, input-output relationships, and graphing with confidence. #InverseFunction #Functions #AlgebraBasics #MathForKids #MathEducation #HighSchoolMath #TeachingMath #Homeschooling #MathAnchorChart #StudyTips
Swap x and y, solve for the new output and use inverse notation. The input-output diagram shows how inverse functions undo each other.
How To Determine An Inverse Function
Read about how I teach my high school students about inverse functions. Start by inverting coordinates to teach inverse functions. Notice the geometric connection with the inverse as the reflection over the line y=x. Multiple representations are explored: tables, graphs and equations. Blog post by Mathberry Lane
Are you looking for a fun and engaging way to have your students practice finding an inverse for a function? This paper chain activity is exactly what you need!In this scavenger hunt style activity, students will create a paper chain. Students will practice finding the inverse of functions. This act...
How To Make An Inverse Function On Desmos
Learn inverse functions with a visual guide to reversing inputs and outputs, the horizontal line test, domain and range swaps, and reflections across y=x. Follow a worked linear inverse, verify both compositions, and see why x² needs a restricted domain before choosing the square-root branch. Save for algebra and AP Precalculus revision, then explore the matching NUM8ERS inverse functions guide.
Do your students really understand inverse functions? To help students with this concept, they can investigate and discover it by using the basic understanding of an inverse and then apply it to finding the equation of a function's inverse.This discovery investigation will show students that the graphs of inverse functions are a reflection over the line y=x. Students will also identify that not all functions are invertible. Students should have familiarity with graphing linear functions and writing linear functions from a graph. They should have also already learned composition of functions.This resource also includes guided notes on how to find inverse functions algebraically and how to confirm functions are inverses by composition.You may also be interested in:Piece 'Em Up - Piecewise
How To Calculate The Inverse Function
how to find the inverse of a function algebraically, graphically, how to determine if two given functions are inverses, how to find the inverse of a function, examples and step by step solutions, Intermediate Algebra
How To Find The Inverse of a Function - YouTube
Are your algebra 1 or algebra 2 students learning how to find inverse functions? Here's how to make the process of finding function inverses easy, visual and hands-on-- with a hole punch!
Graphing Inverse Functions Worksheet
If sin⁻¹, cos⁻¹, tan⁻¹ have ever confused you… this cheat sheet will make everything crystal clear. 💡 Learn FAST: ✔️ What inverse trig actually means (no more guessing angles!) ✔️ Domains & ranges you MUST know for exams ✔️ Graphs that finally make sense 📊 ✔️ Key identities & relationships ✔️ Step-by-step solving techniques 🔥 This is one of the most tested topics in AP Precalculus — and now it’s EASY. 🎯 Perfect for: 📚 AP Precalculus students 🎓 IB / SAT / A-Level learners 👩🏫 Teachers & tutors 🚀 Anyone aiming for top grades in math 📌 SAVE this post — you’ll need it before your exam 📤 SHARE with a friend who struggles with trig 👇 Comment “INVERSE” and we’ll send more cheat sheets like this! 🌐 Learn smarter: num8ers.com #InverseTrig #Trigonometry #APPrecalculus #Math
Students discover inverse functions through graphs, tables, and equations. This lesson ignites great discussions about inverses and what makes them so unique!
Students cut out 24 puzzle pieces to create 6 completed inverse functions puzzles. Each completed puzzle will have: 1 piece showing a function 1 piece showing the function's inverse 1 piece showing the graphs of both functions 1 piece showing tables of both functions This activity covers linear, quadratic and radical functions.
This flexible, standards-aligned bundle includes three engaging versions for digital and print learning: 💻 Google Slides™ Activity – Students determine the inverse function of the function given. 🌐 Boom Cards™ Deck – A 12-card, self-checking deck where students select the function that correctly represents the inverse of a given function. Includes equations, tables, and function pairs for varied practice—auto-graded and no prep! 🃏 Matching Task Card Activity – Students complete 12 multiple-choice task cards, matching each function to its inverse and recording answers on a response sheet. This bundle helps students make meaningful connections between equations, tables, and graphs, while reinforcing the concept that inverse functions “undo” each other. All answer keys included!