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Preview of Real-Life Piecewise Functions: Water Bill Step-by-Step Precalc Investigation

Real-Life Piecewise Functions: Water Bill Step-by-Step Precalc Investigation

Bring piecewise functions to life with this engaging real-world Precalculus task that connects math concepts to a relatable, authentic scenario — calculating water bills using real data from Palm Bay, Florida and other U.S. counties! Students explore tiered water rates and build mathematical models that help them understand how piecewise functions, slopes, and continuity apply to real-world pricing systems. Perfect for Precalculus, Algebra 2, or Functions and Modeling units. Students are intro
Preview of Introduction to Limits Assignment

Introduction to Limits Assignment

This assignment covers finding limits graphically and an introduction to finding limits analytically. There is a note sheet that precedes this assignment found in the Texmathlete TPT store. Videos for the notes can be found on the FREE Calculus Slides and Videos for You and Your Students slides in the Texmathlete TPT store.
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 Limit of Functions

Limit of Functions

Chapter: LimitsThis chapter introduces the concept of limits, which form the foundation of calculus. Limits describe how a function behaves as the input approaches a particular value, even if the function is not defined at that value. Understanding limits is essential for studying continuity, derivatives, and integrals. Students will learn to evaluate limits using graphs, tables, algebraic techniques, and analytical reasoning. The chapter covers one-sided limits, limits at infinity, and infin
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