Percent Increase and Decrease Quiz
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Programs & methods
AP Calculus Turkey Trot - Limits, Derivatives Scavenger Hunt Project
A fun QR way of reviewing limits and derivatives! Students embark on a scavenger hunt for 22 turkeys with calc questions + 7 bonus turkeys with fun questions. Each turkey has a unique QR code that will link to a calculus question. 22 turkeys have questions on the following topics: - Limits (graphically, algebraically) - Continuity - Slope of a tangent line - Derivatives ---Power rule ---Chain rule ---Trig ---Implicit differentiation ---Related rates ---Extrema ---Increasing/Decreasing ---Con
9th - 12th, Higher Education
Calculus, Math
First And Second Derivative Tests - Create Your Own Matching Activity (Word)
In this activity students will be creating four different functions in which they will find their derivatives, determine all critical points, extrema, intervals of increase and decrease and intervals of concavity. Students will also be asked to find a graph of the original function. The activity can be downloaded as a Word document or a Google Slide (see alternate listing) and can easily be used as an online activity, or, can be printed, collected and used as a classroom matching game using all
11th - 12th, Higher Education
Calculus, Graphing, Math
First and Second Derivative Tests - Create Your Own Matching Activity (Slides)
In this activity students will be creating four different functions in which they will find their derivatives, determine all critical points, extrema, intervals of increase and decrease and intervals of concavity. Students will also be asked to find a graph of the original function. The activity can be purchased as a Word document (see alternate listing) or as a Google Slide and easily used as an online activity, or, can be printed, collected and used as a classroom matching game using all of st
11th - 12th, Higher Education
Calculus, Math
Modeling the spread of ebola using calculus (original and key)
This project has 4 pages.
page 1 gives data on the cases/deaths due to ebola. Students are asked to model both and find an appropriate function. [table to graph/function]
page 2 asks students to analyze the rate of change of the cases/deaths and find an appropriate derivative function. [approximate rate of change using slope in table, make graph/function]
page 3 asks students to consider an equation for the growth and use derivative analysis (increasing/decreasing concavity extremes) to answer
11th - 12th, Higher Education
Applied Math, Calculus, Other (Math)
AP Calculus AB Summer Prep Work - Version 2
The Sumer Prep Work packet contains review questions for all of the following topics along with a sample test designed to specifically target calculator and non-calculator skills. 1. Operations with Rational Numbers and Radicals 2. Understanding Radical and Rational Exponents 3. Writing the Equation of a Line 4. Solving Systems of Equations 5. Solving General Equations 6. Graphing Parent Functions 7. Transforming Functions 8. Identifying the Domain and Range of Functions 9. Identifying Extrema,
12th, Adult Education, Higher Education
Calculus, Math, PreCalculus
AP Calculus AB Summer Prep Work - Version 3
The Sumer Prep Work packet contains review questions for all of the following topics along with a sample test designed to specifically target calculator and non-calculator skills. 1. Operations with Rational Numbers and Radicals 2. Understanding Radical and Rational Exponents 3. Writing the Equation of a Line 4. Solving Systems of Equations 5. Solving General Equations 6. Graphing Parent Functions 7. Transforming Functions 8. Identifying the Domain and Range of Functions 9. Identifying Extrema,
11th - 12th, Adult Education, Higher Education
Calculus, Math, PreCalculus
Calculus- Volume of solids, arc length, surface area for SMART boards
This unit includes everything you need when covering the disc & shell methods and arc length and surface area in calculus class. I use an interactive whiteboard (interwrite) in conjunction with the Turning Point student clickers so the two powerpoint presentations are ready for that (they can also be used without the technology). This could also be used with SMART boards or similar equipment.
I've included two quizzes covering the disc and shell method for determining volume. I've also inclu
10th - 12th, Higher Education
Calculus, Math
Calculus Vase PROJECT | Volumes of Revolution Project | Calculus Project
Looking for an Integration Project for your Calculus class? This Vase Project (with an editable rubric) is the perfect fit for you. Students work with a partner to use Integral Calculus to calculate the volume of a vase. Students will record the dimensions of a vase as ordered pairs, use regression to find the curve of best fit, use calculus to approximate the volume of the vase, measure the actual volume of the vase, calculate the percent error, and write a report with their findings Students s
11th - 12th, Higher Education
Calculus, Math
AP Calculus Optimization Discovery Project with M&Ms!
Optimization is a tricky topic in calculus. This one-day activity allows students to discover how calculus can help them. Each student (or small group) starts with an index card, which will be cut and folded up to form a box. First they calculate what would happen if the box is made various ways, and see that the volume changes depending on the size of the cuts. Next students develop an equation and apply calculus to determine how to create a box with maximum volume - so that they can fill it u
11th - 12th, Higher Education
Calculus
AP Calculus BC Polar Design Project (Taylor and Maclaurin series also included)
Polar Design Project – AP Calculus BC End-of-Year Project (Includes Series, Derivatives & Integrals)Bring creativity into your AP Calculus BC classroom with this engaging Polar Design Project that combines art, calculus, and real understanding! Students create a unique design using polar equations and analyze it using key BC concepts such as: Area between polar curves (definite integrals) Slope of tangent lines in polar form (derivatives) Taylor/Maclaurin series (local approximation) This
11th - 12th, Higher Education
Calculus, Math Test Prep, Other (Math)
Calculus BC Year Long Weekly Spiral Review - Fun Theme
Engage your AP Calculus BC students and keep them on their toes with this Spiral Weekly Review!This is one of my best teaching ideas!! My schedule and classes are not conducive for daily warm-ups, but............, big but here, my students really need to understand that they are taking college level courses and are responsible for all they have learned. They cannot get an A or a B in a course or even last month's test, and then forget it. No one in college reteaches material and they have to
11th - 12th, Higher Education
Calculus, Math
Also included in: AP Calculus Weekly Spiral Review Bundle Throw Back Thursdays Fun Theme
Calculus Derivatives Project: The Calculus Coaster
A project that combines the concepts of continuity and differentiation and applies it to a real world situation. The students must first use both continuity and differentiation to solve for multiple coefficients. They then use the coefficients they have solved for and their knowledge of derivatives to answer questions about the situation. Designed for an AP or Advanced Calculus 1 class.
11th - 12th, Higher Education
Applied Math, Calculus, Other (Math)
CCSS
HSF-IF.A.2
, HSF-IF.B.6
, HSF-IF.C.7a
+5
Precalculus Graphing Polar Coordinates "Date" Project
Practice graphing with polar coordinates by having your students embark on a date in this love themed project! The cardiod (heart), lemniscate (bow), rose curve (flower), circle and more are explored! There is a calculator portion where students reveal a butterfly and a portion where they can create their own graph as well. INCLUDED:- 5 themed polar graphs - An opportunity for students to get creative and make their own graph and prompt - Scoring rubric - Full worked solutions answer key I h
9th - 12th, Higher Education
Calculus, Math, PreCalculus
CCSS
HSN-CN.B.4
, HSF-BF.B.3
Differentiation Rules Project Calculus for Sum Difference Product Quotient Chain
Are you looking for a quick Calculus project to see if your students understand the rules for derivatives? This project consists of 10 questions where students create and solve problems using the given differentiation rules. There is also a bonus question to use product, quotient and chain rule all at once. Additionally there is a research page relating to why there are different rules and finding the proof of one of the rules. I use this project to be sure they know all of the rules and th
10th - 12th, Higher Education
Calculus, PreCalculus
Also included in: AP® Calculus Bundle of Graphic Organizers, Projects, Activities and more
Calculus Volume of Revolution Fun Escape Project
Similar to an Escape Room, this engaging fun project for Calculus students, uses techniques from the Volume of Revolution (part of the Applications to Integration Unit), to escape capture by Aliens. Your students have been unwittingly captured by aliens from the planet Relssek, and in order to be set free and escape their captors, they must find the volume of the Queen’s favorite mug, no easy task. In order to solve the problem they will use their prior Algebra knowledge plus Calculus to dete
11th - 12th, Higher Education
Calculus, Math
Banana Project: Finding the Centroid of a Uniform Density Object
In this Calculus 2/Calculus BC project, students use the formulas from class to actually calculate the centroid (balancing point) of a uniform density object.
Students first trace a banana on graph paper, then find actual regression lines, the calculate the centroid.
Trial and error will lead students to correcting mistakes and a deeper understanding of limits of integration, regression lines, and the formulas for area between two curves and the x and y coordinates of a centroid. This
12th, Higher Education
Calculus
AP Precalculus Project | Solving Sewer Line Relocation Challenges
Why “Math Beneath the Streets” is the Real-World AP Precalculus Project Your Students Deserve?Across the United States, the construction industry faces a recurring challenge: aging infrastructure must be relocated or redesigned to make room for new developments. One of the most complex tasks? Rerouting underground sewer lines while maintaining safe flow, regulatory compliance, and structural stability. It’s a real-world engineering puzzle that requires more than hard hats and bulldozers—it deman
9th - 12th, Adult Education, Higher Education
Calculus, PreCalculus
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