Percent Increase and Decrease Quiz
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AP CALCULUS AB - 5.9 CONNECTING F(X) WITH ITS 1ST & 2ND DERIVATIVES WORKSHEET
This Calculus worksheet is intended for students after they have learned the 5.9 AP Calculus AB Topic: "Connecting a Function, Its First Derivative, and Its Second Derivative." When given the graph of f', often times my students struggle with identifying where the graph of f has a local minimum or maximum, where f is increasing/decreasing, or identifying where the graph of f is concave up/down, or has a point of inflection. Similarly, when given the graph of f'', they tend to struggle with ide
10th - 12th, Higher Education
Applied Math, Calculus, Math
Applications of Derivatives Cheat Sheet | MVT, EVT, Optimization & Related Rates
Take your students beyond basic derivatives with this powerful Applications of Derivatives Cheat Sheet for AP Calculus! This 2-sided, one-page resource clearly organizes the most important concepts from Units 4 & 5, helping students apply derivatives in real-world and exam-style situations. 📘 What’s Included:• Mean Value Theorem (MVT) • Extreme Value Theorem (EVT) • Critical points and the Candidate’s Test • Increasing & decreasing intervals • First and Second Derivative Tests • Concavity and
9th - 12th, Adult Education, Higher Education
Applied Math, Calculus, Math Test Prep
Bitcoin & Chart Analysis – Real-Life Math for Grades 8 and Up
Have you ever wanted to introduce students to cryptocurrency or chart reading? This real-world math activity is the perfect starting point! Students will explore Bitcoin price movements using a real chart — all while building foundational skills in data interpretation and financial literacy. Note: The math is lower middle school-friendly, but the financial context makes it a better fit for grades 8+ or high school students ready to apply their knowledge! ✏ Students will (skills covered):
8th - 12th, Adult Education, Higher Education
Applied Math, Financial Literacy, Money Math
CCSS
HSF-IF.C.7
, HSS-ID.A.2
, MP4
+1
Derivatives & Differentiability Cheat Sheet | AP Calculus AB/BC Rules & Formulas
Help your students master derivatives with this clear, comprehensive Differentiability & Derivative Rules Cheat Sheet for AP Calculus! This 2-sided, one-page resource is perfect for learning, review, and exam prep, covering all essential derivative concepts and formulas students need for success in AP Calculus AB and BC. 📘 What’s Included:• Definition of the derivative (multiple forms) • Difference quotient and rate of change • Average vs. instantaneous rate of change • Equation of a tangen
9th - 12th, Adult Education, Higher Education
Applied Math, Calculus, Other (Math)
Trigonometry Guided Notes - Teacher Edition
High School & Introductory College Trigonometry: These are fully completed, instructor-ready guided notes covering the full scope of a standard trigonometry course that provide clear explanations, mathematically accurate notation, and fully worked examples to support lecture preparation and instructional consistency. These notes align with the topics taught in a standard precalculus trigonometry course, including unit circle, radian measure, trigonometric functions, identities, and equations, ma
10th - 12th, Higher Education
Applied Math, Other (Math), PreCalculus
Also included in: Algebra & Trigonometry Guided Notes – Teacher Edition Bundle
Calculus Derivative Worksheet Bundle
This bundle includes worksheets for finding and using derivatives: 1) Finding derivatives using the definition of derivative - includes an optional answer bank for you to give students if desired 2) Finding higher-order derivatives and using them in applications - Uses only the power rule 3) Applications of Derivatives to find velocity, acceleration and change in business calculations - Includes using the first and second derivative again using only the power rule. 4) A worksheet practicing usi
10th - 12th, Higher Education
Applied Math, Calculus
A new formula in 3-D geometry
Breakthrough in 3D Geometry: A Novel Formula for Spatial Point Positioning This work unveils a pioneering formula in 3D geometry capable of determining the exact position of a point in space using only the vertices of a defining plane. Going beyond conventional methods that stop at the plane’s equation, this approach directly quantifies a point’s spatial relationship—whether it lies on, above, or below the plane—with unprecedented simplicity and precision. The formula holds transformative potent
Higher Education
Applied Math, Calculus, Geometry
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