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Preview of Distance – Drawn Between the Dots: Differentiated Coordinate Plane Mini-Project

Distance – Drawn Between the Dots: Differentiated Coordinate Plane Mini-Project

This creative assignment bridges the gap between geometry practice and creative design! In this Coordinate Plane mini-project, students begin by making a custom straight-line drawing on graph paper. Then, they apply the distance formula to calculate the lengths of selected segments — reinforcing essential geometry skills through art and analysis. Designed with 2 scaffolded levels (Support & Core), students practice using the distance formula on a First-Quadrant graph or a Coordinate Plane. The
Preview of Statistics Survey Project - Project Based Learning (PBL) with Math

Statistics Survey Project - Project Based Learning (PBL) with Math

Created by
Absolute Value
Watch your students dive into the world of math as they create, execute, and analyze their own survey! Students will demonstrate mastery of data gathering, survey sampling, developing appropriate survey questions, data tables, Direct Variation, discrete graphs, dot plots, box and whisker graphs, and calculating the inter-quartile range. The Unique Survey Project is highly engaging, capitalizing on the innate curiosity of the adolescent mind. You will love the low-prep instructional guide. Your s
Preview of HSC Practice Questions - Working with Functions Set 7

HSC Practice Questions - Working with Functions Set 7

Created by
Nicholas Goh
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
Preview of HSC Practice Questions - Working with Functions Set 6

HSC Practice Questions - Working with Functions Set 6

Created by
Nicholas Goh
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
Preview of HSC Practice Questions - Working with Functions Set 5

HSC Practice Questions - Working with Functions Set 5

Created by
Nicholas Goh
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
Preview of HSC Practice Questions - Working with Functions Set 4

HSC Practice Questions - Working with Functions Set 4

Created by
Nicholas Goh
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
Preview of HSC Practice Questions - Working with Functions Set 3

HSC Practice Questions - Working with Functions Set 3

Created by
Nicholas Goh
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
Preview of HSC Practice Questions - Working with Functions Set 2

HSC Practice Questions - Working with Functions Set 2

Created by
Nicholas Goh
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
Preview of HSC Practice Questions - Working with Functions Set 1

HSC Practice Questions - Working with Functions Set 1

Created by
Nicholas Goh
Ready to print! This is a ten question revision of original HSC style questions for the Working with Functions topic of the Mathematics Advanced course (Australian Curriculum). Intended use is for year 11/year 12 classes. *Algebraic Techniques sold separately. The solutions and marking criteria are included. It covers a variety of the new syllabus dot points, such as: Defining a functionUsing f(x) notation and substituting numeric and algebraic expressions in for x, including composite functions
Preview of Graph of the Week Unit | Weekly Data Analysis & Graph Interpretation Grades 5-9

Graph of the Week Unit | Weekly Data Analysis & Graph Interpretation Grades 5-9

Looking for a simple, consistent way to build data literacy, graph interpretation, and math talk throughout the year? This Graph of the Week Unit provides 40 weeks of ready-to-use slow reveal graph routines designed to strengthen student reasoning and discussion in Grades 5–9. Each week, students analyze a graph from slowrevealgraphs.com that is revealed gradually over time, encouraging them to make predictions, revise their thinking, and justify conclusions using evidence. This routine builds
Preview of Statistics | One Variable Data | Desmos Cheat Sheet | Entire Unit 1 | INB

Statistics | One Variable Data | Desmos Cheat Sheet | Entire Unit 1 | INB

Created by
Mrs Marcos Math
AP Statistics Unit 1 Desmos Cheat Sheet – One-Variable Data (PDF + JPEG for Stickers & INB Anchor Charts)Make one-variable data simple and accessible with this AP Statistics Unit 1 Desmos Cheat Sheet! This resource is designed to support students in mastering key concepts from the first unit of AP Statistics while integrating technology and interactive learning. ✅ What’s Included: PDF Cheat Sheet: A clear, student-friendly reference covering everything needed for one-variable data in Unit 1.
Preview of Exploring Linear Regression: Rotten Tomatoes

Exploring Linear Regression: Rotten Tomatoes

Created by
Champe's Math
Make linear regression come alive for your students with this interactive activity using Desmos! Student will explore Desmos and linear regression using Rotten Tomatoes movie data. Designed for AP Statistics, this lesson gives students the chance to explore and choose which variables could be the explanatory and the independent variables for a linear regression model. Students will also practice FRQ questions related to linear regression. What's Included: A ready-to-use PDF file for classroom u
Preview of Liquid Functions: Exploring linear and nonlinear functions

Liquid Functions: Exploring linear and nonlinear functions

This engaging and kinesthetic activity will help students visualize and understand the principles and concepts involved in functions. You can adapt the lesson to study linear or nonlinear functions or include both. The materials needed are few and inexpensive, and can be adapted to the needs of your students. The activity can be used as an introduction to functions so that students get hands-on experience, or it can be used as an application of skills students have already learned in a unit of s
Preview of Proportional Relationships & Unit Conversion Notes Review 7th pre-algebra

Proportional Relationships & Unit Conversion Notes Review 7th pre-algebra

Does your class struggle to connect the constant of proportionality across tables, graphs, equations, and real-world problems? This fully digital, self-grading review puts everything in one place — no printing, no prep, and no login required. Just download, open in any browser, and go. ★ WHAT'S COVERED (6 Topics) • Constant of Proportionality — find k from tables, equations, graphs, and verbal descriptions; understand that k = y/x is always the unit rate • Graphing Proportional Relationships — p
Preview of IB MYP 5 Mathematics Criterion B Investigation: Square Root & Linear Function

IB MYP 5 Mathematics Criterion B Investigation: Square Root & Linear Function

Created by
Minkyung Kim
A complete IB MYP 5 Mathematics Criterion B Investigation on the equation √x = mx + 1 — exploring how the slope of a line determines whether it cuts a square-root curve in two places, touches it once, or misses it entirely.Students move from sketching through to a full algebraic proof — building exactly the kind of structured reasoning Criterion B rewards at Levels 7–8. No calculus required. WHAT'S INSIDE (three print-ready A4 PDFs): Student Paper — 9 pages, 30 marks, 50–60 minutesTeacher Marksc
Preview of AP Statistics: Unit 2 "Stat Trap" Warmups

AP Statistics: Unit 2 "Stat Trap" Warmups

Created by
Champe's Math
Introduce your students to tricky AP Statistics concepts with this "Stat Trap" warmup for Unit 2: Exploring Two-Variables Data! This 10-part FRQ focuses on Least Squares Regression Lines (LSRL) and linear regression, giving students a quick, focused challenge to practice slope, intercept, predictions, residuals, correlation, R², and model evaluation.Student Version Includes:10 FRQ parts designed as a daily or short warmup ("Stat Trap")Ample workspace for students to show work and think criticall
Preview of Continuity Worksheet for AP Calculus AB BC Limits Unit

Continuity Worksheet for AP Calculus AB BC Limits Unit

Created by
Speck Designs
Introducing the concept of Continuity for AP Calculus during the Limits Unit. The worksheet builds up the concepts of how and where a function could be discontinuous. Does the function value exist? Does the limit exist? Are those values the same?
Preview of MYP 5 Math Criterion B Investigation – Modulus Function |x| with Answer Key

MYP 5 Math Criterion B Investigation – Modulus Function |x| with Answer Key

Created by
Minkyung Kim
IB MYP 5 Mathematics | Criterion B Investigation — The Modulus Function f(x) = |x| | Answer Key & Markscheme IncludedA complete, print-ready Criterion B investigation that takes students from first observations to a fully justified generalization — exploring how the slope of the line g(x) = mx + 1 determines the number of solutions to |x| = mx + 1. Designed to assess Criterion B (Investigating Patterns) against the IB MYP rubric, with built-in scaffolding from Levels 1–2 through Levels 7–8. Eve
Preview of Graphs of First & Second Derivatives Identify and Match f, f', f''

Graphs of First & Second Derivatives Identify and Match f, f', f''

Created by
Joan Kessler
In this activity students practice identifying the Graphs of a function and its first and second derivative, f, f ', and f ''. They analyze 3 graphs, one blue, one black, and one red, superimposed on the same coordinate grid, to determine which is the graph of original function, the graph of first derivative, and the graph of the second derivative. The activity does not require differentiation, but requires students to understand increasing, decreasing, relative extrema, and concavity. Man
Preview of Exponential Functions Candy Lab – Decay, Growth & Modeling (TI-84 + Desmos)

Exponential Functions Candy Lab – Decay, Growth & Modeling (TI-84 + Desmos)

Created by
Sawyer Kolbe
Make exponential functions interactive and memorable with this real-world, candy-based math lab! Students explore exponential decay and growth using Skittles, M&Ms, or pennies, and use either Desmos or TI-84 calculators to model their data. It’s now fully updated with an example answer key, Desmos example, and editable Google Doc Versions, all included in one convenient file! What’s Included: 2 full versions of the lab: ➤ TI-84 Calculator Instructions ➤ Desmos Graphing InstructionsEditable
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