Percent Increase and Decrease Quiz
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Programs & methods
Target Toss Regression Lab: Linear/Exponential/Power Models (AP Stats/Precalc)
Aim - Toss - Model: Target Toss Lab for Linear, Exponential & Power (AP Precalculus, Algebra 2, AP Statistics)Bring regression to life in AP Statistics and Precalculus with this target toss lab! Students collect real data, then compare linear, exponential, and power models using log transformations, residuals, and r². It's a hands-on, data-rich investigation. In this safe “candy toss” lab, students collect data at increasing distances, compute success rates as proportions, and use log transfo
9th - 12th
Algebra 2, PreCalculus, Statistics
AP Precalculus Exponential Modeling Lab | FRQ 2 Style Cooling Performance Task
Make AP Precalculus exponential modeling feel meaningful, hands-on, and worth the class time with this Holiday Café Cooling Lab! In this Unit 2 performance task, students collect real cooling data from hot water, transform the data by subtracting room temperature, build a vertically shifted exponential decay model, and interpret the model in context.This activity is designed to support AP Precalculus FRQ 2-style non-periodic modeling skills. Students solve for parameters (a) and (b), interpret a
10th - 12th
Algebra 2, PreCalculus
CCSS
HSF-IF.B.4
, HSF-IF.B.6
, HSF-LE.A.2
+2
The Masked Derivative - Limit Definition of Derivative Activity
Help your students truly understand where derivatives come from with this engaging and memorable activity! ✏️📘 This resource focuses on one of the trickiest—but most essential—skills in AP Calculus: identifying and taking derivatives in their limit definition form. Students often rely on derivative rules without recognizing that they are simply shortcuts for limits. This activity helps bridge that gap by showing how derivatives can “hide” behind two common limit “masks.” 🎭 How it works:Stude
10th - 12th
Calculus, PreCalculus
AP Precalculus Unit 1 Modeling Project | The Clepsydra Challenge
Bring AP Precalculus Unit 1 to life with The Clepsydra Challenge, a hands-on modeling project where students investigate how the shape of a vessel affects the rise of water.In this real-world investigation, students collect volume-height data, create a graph, analyze changing rates of change, compare wide and narrow sections of a vessel, and connect their results to concavity, domain, range, and mathematical modeling. This project is designed to support conceptual understanding of Unit 1 topics
11th - 12th, Higher Education
PreCalculus
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