Parallel Lines Project
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Programs & methods
Euler's Method, Tangent Lines Notes
These notes cover writing tangent lines and using Euler's method to get better estimations for solutions to differential equations. This note sheet formatted to be a 1/2 sheet of paper. It is intended to hand out to the students so that they do not have to write everything down - not for them to cram everything on the note page. They can use it as part of their interactive notebook OR they can staple/tape/glue it to wherever they are taking notes. My students kept it out during the lecture and
9th - 12th, Higher Education
Calculus
Connecting Derivatives, Riemann/Trapezoidal Sums, and Tangent Lines
Students will match/sort cards depending on what connections can be made between first and second derivatives, left, right, and trapezoidal sums, and whether a tangent line would be an over or underestimate of a curve.
9th - 12th, Higher Education
Calculus
Power Rule and Writing Tangent Lines: Master Finding Derivatives in AP Calculus
Enhance your AP Calculus class with this comprehensive worksheet on the Power Rule, designed to deepen students' understanding of derivatives! This engaging resource features fifteen tailored problems that go beyond typical power rule exercises, encouraging students to think critically about functions. What’s Included: Diverse Problem Set: The worksheet covers a variety of function types: Classic power rule problems that reinforce foundational concepts. Three functions that require students to
10th - 12th
Calculus, Math, Math Test Prep
Also included in: BUNDLE! Complete Derivative Rules Review for Calculus Success
Differential Calculus Quick Study Guide
Quick study guide for Differential Calculus. Includes formulas for derivatives, definitions of theorems, and hints for curve sketching, related rates, tangent lines, linearization, optimization, implicit differentiation, derivative of an inverse, error approximation, and velocity/acceleration.
10th - 12th, Adult Education, Higher Education
Calculus
Calculus Part 2 Assignments (Derivative, Motion, Slope Fields, Euler, Antideriv)
This includes seven assignments that cover introductions to: Derivative (basic trig and power rule)Motion (graphically and analytically)Slope FieldsTangent Lines and Euler's MethodAntiderivates/Indefinite IntegralsAntiderivatives and Initial ConditionsThe notes for these assignments (separately or bundled) and the FREE Calculus Slides and Videos for You and Your Students slides that contain all the matching how-to videos are also in the Texmathlete store.
9th - 12th
Calculus, PreCalculus
Calculus Part 2 Notes (Derivative, Motion, Slope Fields, Euler's, Antideriv)
These notes cover introductions to the following topics: Derivative (basic trig and power rule)Motion (graphically and analytically)Slope FieldsTangent Lines and Euler's MethodAntiderivates/Indefinite IntegralsAntiderivatives and Initial ConditionsThese note sheets are formatted to be on 1/2 sheets of paper. They are intended to be handed out to the students so that they do not have to write everything down - not for them to cram everything on the note page. They can use them as part of their in
9th - 12th, Higher Education
Calculus, PreCalculus
Instantaneous Rate of Change | Answer Key
This worksheet focuses on estimating and calculating the instantaneous rate of change of functions at specific points. Students practice finding slopes of tangent lines using limits, difference quotients, and interpreting graphs or tables to approximate instantaneous rates. Problems include polynomial and quadratic functions. Ideal for deepening understanding of derivatives and preparing for calculus concepts.
9th - 12th, Higher Education
Calculus, PreCalculus
Implicit Differentiation Circuit Training Plus Guided Notes and Matching
This Implicit Differentiation activity is designed to give your students not only proficient in finding derivatives of implicitly defined functions, but to understand how these graphs have tangent lines which cannot be determined by previous methods. The resources contains three parts. Here's what's included:1. Guided illustrated notes, examples and a practice problem in a foldable format. Directions for printing the foldable notes are included. Solution key included.2. A self-checking circu
11th - 12th
Calculus, Math
Also included in: Calculus Derivatives and Differentiation Units Bundle
Absolute Extrema Exploration handout and answer key
This resource allows Calculus students to explore the ideas that underly the Extreme Value Theorem before the words "Extreme Value Theorem" are ever mentioned, building on foundations of precalculus, continuity, and horizontal tangent lines. Students will see multiple instances of functions that do not have absolute extrema, for various reasons. Then they are prompted to consider the "bare minimum" requirements for a function to be guaranteed absolute maximum and absolute minimum values. Next, t
11th - 12th, Higher Education
Calculus
Calculus AB Unit 7 Complete Bundle: Notes, MCQ & FRQ Practice, Quiz, and Test
This complete bundle includes everything you need for Calculus AB Unit 7: Differential Equations. It includes guided notes with practice, MCQ and FRQ practice sets, an MCQ unit quiz, an MCQ/FRQ unit test. Assessments include two parallel versions (A and B), and resources include answer keys, selected worked solutions, and FRQ scoring rubrics. IncludedGuided Notes with PracticeWorked and unworked examplesMCQ Practice40 multiple-choice questionsAnswer key and selected worked solutionsFRQ Practice4
10th - 12th
Calculus
Calculus AB Unit 6 Complete Bundle: Notes, MCQ & FRQ Practice, Quiz, and Test
This complete bundle includes everything you need for Calculus AB Unit 6: Integration and Accumulation of Change. It includes guided notes with practice, MCQ and FRQ practice sets, an MCQ quiz, and an MCQ/FRQ unit test. Assessments include two parallel versions (A and B), and resources include answer keys, detailed solutions, and FRQ scoring rubrics. IncludedGuided Notes with Practice (worked and unworked examples)MCQ Practice: 64 multiple-choice questions (answer key with detailed solutions)FRQ
10th - 12th
Calculus
Calculus AB Unit 8B (Volume) Notes: Guided Notes, Practice, Section MCQ & FRQ
These Calculus AB Unit 8B guided notes cover the volume sections Applications of Integration sections 8.7-8.12. They include worked examples and blank examples (teacher-led or for student practice). All sections include practice problems within the notes and end-of-section MCQs and an FRQ part. Topics IncludeVolumes of figures with known cross sections (squares, rectangles, triangles, semicircles)Volumes using the disc methodRevolutions about the x- and y-axes and other horizontal/vertical lines
10th - 12th
Calculus
Visualizing Calculus: A Visual Reference for Students and Teachers
Bring core calculus concepts to life with this classroom-ready visual resource. Designed by a PhD in mathematics with years of teaching experience, this packet uses clear diagrams and targeted prompts to build conceptual understanding from the ground up. Whether you’re teaching AP Calculus or Calculus I, these visuals help students see the math behind the rules. ✅ What’s Included7 core concepts visualized (25+ pages total)Teacher copies with labeled diagrams and instructional notesStudent copi
11th - 12th, Higher Education
Calculus
Investigate Second Derivative Test and Concavity Through Navajo Weaving
This exciting, multicultural math activity expands students' knowledge and application of the second derivative test and concavity in calculus. Includes student worksheet, reflection questions, and answer key.
12th
Calculus, Native Americans
CCSS
HSA-APR.B.3
, HSF-IF.B.6
, HSF-IF.C.7
+1
Calculus Challenges and Excursions
Accessibility to the Internet has had a significant impact on the way many of teach calculus as well as the way many of our students learn calculus. As teachers we can easily research information about current mathematics investigations or studies regarding mathematical learning outcomes for our students. Likewise, our students can view videos of a variety of calculus concepts by prominent teachers or they can examine specific areas of mathematics to accommodate their individualistic learning st
10th - 12th, Higher Education
Calculus
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