Percent Increase and Decrease Quiz - Page 9
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A-Level Parametric Equations Escape Room | Differentiation | Wizards Theme
🧙 Crack the seals. Unlock the Scribe's Grimoire. A print-and-go A-Level parametric equations and differentiation escape room for 12th Grade. Students work as an apprentice team racing to solve four themed puzzles and unlock Meridian the Scribe's lost grimoire — mastering parametric curves, dy/dx = (dy/dt)/(dx/dt), parameter elimination, and common slip-ups. What's inside • 19-slide PowerPoint — setup, puzzle, reveal rhythm for each clue. Lock seals click into place on screen. • Three differenti
12th, Higher Education
Calculus
A-Level Calculus Escape Room | Differentiation | Wizards Theme | Y12
🧙 Crack the seal. Recover the lost notebook. A print-and-go A-Level differentiation escape room for 11th Grade. Students work as an arcane recovery team racing to crack a sealed library by solving four themed calculus puzzles — power rule, product rule, chain rule, and identifying common slips. What's inside • 19-slide PowerPoint that drives the classroom — setup → puzzle → reveal rhythm for each of four clues, with the lock digits clicking into place on screen. • Three differentiated student s
11th - 12th
Calculus
Calculus Jeopardy™ Style Game, Review, Great Fun!
This Calculus End of Course Jeopardy® Style Review activity is fun and yet challenging, and is designed to enable all your students to succeed. Use for College Calculus 1, AP Calculus AB, or Honors Calculus. Categories include:LimitsDerivativesIntegrationApplicationsRandomFamous I included Round 1 and a Final Jeopardy Question. It took just under a 50 minute class period and my students (and principal) loved it. Most important topics are included in the 30 Questions. Some teachers like t
11th - 12th, Higher Education
Calculus, Math
Also included in: Calculus Bundle of 15 Activities and Resources
AP Calculus AB-BC Essentials Double Bundle | Flamingo Math
Struggling to find comprehensive, engaging resources for your AP Calculus AB and BC students that truly simplify complex topics? Introducing the AP Calculus AB-BC Double Essentials Bundle by Flamingo Math, your all-in-one solution designed to streamline your teaching and elevate student comprehension. This meticulously crafted bundle provides essential materials and engaging video lessons, saving you precious planning time while ensuring your students are well-prepared for success on the AP exa
10th - 12th, Higher Education
Calculus, Math
Differentiation Rules Homework (Unit 3 Calculus)
⭐⭐ This AP Calculus Unit 2 Homework Bundle provides you with a customizable and fully-editable resource of homework/practice sets that cover the topics for Differentiation-Part 2 Composite, Implicit, and Inverse Functions. ⭐⭐ The unit covers all 6 topics stated in the College Board Course Framework (CED) divided into 5 lessons. ✅ Learning Objectives Include: The Chain Rule (5 pages) Symbolic Differentiation (3 pages) Implicit Differentiation (5 pages) Inverse Derivatives (4 pages) Deri
10th - 12th, Higher Education
Calculus
Also included in: AP Calculus BC Homework Bundle | Flamingo Math
Parametric Polar Vector-Valued Functions Guided Notes (Unit 9 AP Calculus BC)
⭐⭐ This AP Calculus Unit 9-BC Guided Notes Bundle provides you with a customizable and fully-editable resource of guided notes that cover the topics for Parametric, Polar & Vector-Valued Functions.⭐⭐ The unit covers all 9 topics stated in the College Board Course Framework (CED) divided into 6 lessons. ✅ Learning Objectives Include: Parametric Equations and Calculus (4 pages) Parametric Equations and Arc Length(4 pages) Vector-Valued Functions (6 pages) Velocity and Acceleration of Vec
11th - 12th, Higher Education
Calculus, Math
Also included in: AP Calculus BC Big Bundle 2nd Semester | Flamingo Math
209 Derivatives of Log Functions - PowerPoint Google Form Calculus Logarithmic
This PowerPoint™ presentation lesson about the derivative of log functions has 8 quick examples and 3 more complicated examples about the derivative of ln(x) or logₐ(x) as well as 10 homework problems that can be given to your calculus students as a worksheet or as a self-grading google form. The lesson begins the derivative of eᕽ, reviews the proof for the derivative of aᕽ, and then flows into the derivation or proof of the derivative of logarithmic functions. Examples include the derivative of
11th - 12th, Higher Education
Calculus
Logarithms as the Inverse of Exponential Growth | High School Math Presentation
This high school math presentation introduces logarithms as a powerful tool for solving exponential growth and decay problems. Rather than starting with abstract rules, students explore why logarithms exist, how they invert exponential processes, and where they appear in real life. What Students Will Learn what logarithms really represent how to solve exponential equations using logs how to interpret logarithmic scales why linear intuition often fails how logarithms are used in scienc
9th - 12th
Algebra, Calculus
Also included in: Logarithms – Complete High School Math Bundle | 150+ PAGES
Halloween Derivative Bingo Game
A fun Halloween Derivative bingo game to review finding derivatives using the Power, Product, Quotient, Trig, and Chain Rules. The game is in Power Point format and 30 individual pdf cards are included.
Artwork by Good Morning Miss C
10th - 12th
Calculus
Integration by Parts Guided Notes, PowerPoint™, Task Cards, HW Calculus BC
This lesson on Integration by Parts includes Guided Notes, Practice Problems, Task Cards, Homework plus Animated Editable PowerPoint and is from the Calculus Unit Techniques of Integration. It is designed for use with AP Calculus BC and College Calculus 2. Included in the Lesson: Guided Notes 6 pages including Traditional methods, Tabular method, Repeated Integration by Parts, and Solving for the unknown integral. Guided Notes include extra problems for students to complete and come with ful
10th - 12th, Higher Education
Calculus, Math
Also included in: AP Calculus BC or Calculus 2 Supplement Bundle
Logarithms – Complete High School Math Bundle | 150+ PAGES
This complete high school math bundle provides everything needed to teach logarithms as the inverse of exponential growth and decay through conceptual understanding and real-world modelling. Students explore why logarithms exist, how they invert exponential processes, and how they are used in science and everyday contexts. What’s Included lesson hook / introductory slides student worksheets and guided practice full teaching framework real-world modelling tasks reflection and extensio
9th - 12th
Calculus
Curve Sketching of Polynomial Functions | Step-by-Step Calculus Presentation
This step-by-step calculus presentation guides students through the complete analysis of polynomial functions, building both procedural confidence and conceptual understanding. Rather than memorising steps, students learn why each step matters, how derivatives describe function behaviour, and how to avoid common exam mistakes. What Students Will Learn how to analyse polynomial functions systematically how to find and interpret zeros, extrema, and inflection points how derivatives describe
9th - 12th
Calculus
Also included in: Polynomial Functions – Complete Curve Analysis Bundle | High School Math
Polynomial Functions – Complete Curve Analysis Bundle | High School Math
This complete high school math bundle provides everything needed to teach curve analysis of polynomial functions in a clear, structured, and concept-focused way. Instead of isolated worksheets, students work with a coherent set of materials that guide them through the entire curve analysis process, building both procedural confidence and conceptual understanding. What’s Included step-by-step instructional slides student worksheets and guided practice full teaching framework modelling
9th - 12th
Calculus
Comparing Growth Models: Linear vs. Exponential vs. Logarithmic | High School
This high school math presentation helps students understand how to choose the right mathematical model for different types of growth and change. Through realistic examples, students explore linear, exponential and logarithmic behaviour, learn to avoid common modelling errors, and develop critical thinking skills essential for applied mathematics. What Students Will Learn how different growth models work how rates of change affect long-term behaviour how to identify appropriate models
9th - 12th
Calculus
AP Calculus: Indefinite Integrals Complete Lesson
This lesson introduces the notation for indefinite integrals. Students learn some techniques for evaluating indefinite integrals. Initial-value problems are introduced and motion problems are used as an example. This lesson is appropriate for both AP Calculus AB and BC. Detailed answer keys are included. The topics covered include: -Antiderivatives and Indefinite Integrals -Comparing Definite and Indefinite Integrals -Common Indefinite Integral Formulas -Intervals of Validity -Strategies for E
10th - 12th, Higher Education
Calculus, Math
Also included in: AP Calculus AB Full Curriculum
AP Calculus: Volumes by Cylindrical Shells Complete Lesson
This lesson covers the techniques needed to find the volume of a solid of revolution using cylindrical shells. Rotations about both the x- and y-axes are considered, as well as rotations about a line. Volumes using disks and washers are covered in a separate lesson.
This lesson is appropriate for both AP Calculus AB and BC, as well as college calculus. Note that while finding volumes using cylindrical shells is not explicitly tested on the AP exam, students can earn full credit by using the
10th - 12th, Higher Education
Calculus, Other (Math)
Also included in: AP Calculus: Areas and Volumes Unit Bundle
Holistic Function Analysis – Connecting Calculus Tools into One WORKBOOK
Holistic Function Analysis is a comprehensive upper secondary mathematics resource designed to help students connect individual calculus techniques into a unified analytical approach. Rather than treating limits, derivatives, and integrals as separate topics, this material emphasizes how these tools interact to fully describe a function’s behavior. Students learn to analyze domain restrictions, asymptotic behavior, zeros, monotonicity, extrema, concavity, inflection points, and accumulated quan
9th - 12th
Calculus
Integral Calculus – Understanding Areas Under Curves | Math Presentation
This high school math presentation introduces integral calculus with a strong emphasis on conceptual understanding. Students learn how integrals arise from the problem of calculating areas under curves and how antiderivatives and the Fundamental Theorem of Calculus connect differentiation and integration. The presentation supports U.S.-aligned instruction in pre-calculus and introductory calculus. Students develop a structured understanding of definite and indefinite integrals, learn to apply
9th - 12th
Algebra, Calculus
AP Calculus BC Course
Bundle of resources for an AP Calculus AB Course. Includes the following (note that all resources can be edited, equations may require MathType): 7 Chapters (see this Course Page for the full breakdown and companion YouTube videos)2 Limits3 Derivatives4 Applications of Derivatives5 Integrals6 Applications of Integrals7 Sequences and Series8 Parametric, Vector and Polar FunctionsEach lesson includes:PowerPoint presentation for the lesson itselfWord Guided Notes to go with lessonWord handouts for
11th - 12th, Higher Education
Calculus, Math Test Prep, PreCalculus
AP Calculus AB Curriculum Mega Bundle | Flamingo Math
Are you overwhelmed by the sheer volume of content needed to prepare your students for AP Calculus AB success? Introducing the AP Calculus AB Curriculum Mega Bundle by Flamingo Math, a comprehensive and meticulously crafted resource designed to streamline your teaching and significantly boost student achievement. This all-in-one bundle provides everything you need to deliver engaging, rigorous instruction that aligns perfectly with the AP College Board® CED Binder, saving you invaluable time an
10th - 12th, Higher Education
Calculus, Math
Integral Calculus – Calculating Areas with Definite Integrals | MATHS WORKBOOK
Integral Calculus – Calculating Areas is a comprehensive upper secondary mathematics resource that introduces integration as a powerful tool for analyzing global quantities such as areas. Students learn how definite integrals quantify areas between function graphs and the x-axis, and why the distinction between signed (oriented) areas and geometric (non-oriented) areas is mathematically essential. The material emphasizes conceptual clarity by linking integration directly to antiderivatives thr
9th - 12th
Calculus, PreCalculus
AP Calculus Topic-by-Topic Practice Drills — Zero Hour: Topic Drills
The foundation skill set in the Zero Hour: AP Calculus system. Topic Drills gives students focused, single-topic practice on every major move tested on the AP exam — limits, continuity, derivatives, applications of derivatives, integration, accumulation, and differential equations. Each anchor lesson isolates one topic and drills the AP-frame exercise: see the prompt, recognize the move, deploy the rule. No mixed sets, no review-everything noise — just clean reps on the specific skill. What's in
11th - 12th
Calculus
AP Calculus AB Essentials Bundle | Flamingo Math
Struggling to find comprehensive, engaging resources for your AP Calculus AB students that truly simplify complex topics? Introducing the AP Calculus AB Essentials Bundle by Flamingo Math, your all-in-one solution designed to streamline your teaching and elevate student comprehension. This meticulously crafted bundle provides essential materials and engaging video lessons, saving you precious planning time while ensuring your students are well-prepared for success on the AP exam. Let Flamingo M
11th - 12th, Higher Education
Calculus, Math
Differential Equations – Modeling Change Through Mathematics | Calculus
Understanding Differential Equations helps students see calculus as a language for describing continuous change. This classroom-ready resource emphasizes the full modeling cycle: translating verbal descriptions into differential equations, solving them analytically, determining constants through initial conditions, and interpreting solutions within real contexts. Students work with authentic scenarios such as population growth, radioactive decay, cooling processes, and financial models. Special
9th - 12th
Calculus, PreCalculus
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