16 results
High school calculus scaffolded notes for Google Apps
Calculus Integration Guided Notes with Video Lessons (AB - Unit 6)
Integration - The Accumulation of Change Guided Notes with Video Lessons for AP Calculus AB Bundle:This is an eight-lesson unit on Integration - The Accumulation of Change for students enrolled in AP Calculus AB or dual enrollment. Your AP Calculus AB students will have a set of guided notes with video lessons for each section to meet your flipped classroom or distance learning needs and a complete solution set for lessons covering the topics and concepts for Integration and Accumulation of Chan
Subjects:
Grades:
10th - 12th, Higher Education
Types:
Logistic Growth and Newton's Cooling Law (BC Version - Unit 7)
Logistic Growth and Newton's Cooling Law Calculus BC Lesson:Your AP Calculus students will use logistic differential equations to model and solve applied problems including Newton’s Cooling Law.What is included in this resource?⭐ Guided Student Notes⭐ Fully-editable SMART Board® Slides⭐ Google Slides®⭐ Homework/Practice assignment⭐ Content quiz⭐ Video Lesson Link for Distance Learning - Flipped Classroom models⭐ Full solution setLesson Objective:★ Solve and analyze logistic differential equation
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Grades:
10th - 12th, Higher Education
Types:
Euler's Method (BC Calculus Version - Unit 7)
Euler's Method Calculus BC Lesson:Your AP Calculus BC students will use a differential equation and its slope field, to calculate points on the graph iteratively following Euler's Method. What is included in this resource?⭐ Guided Student Notes⭐ Fully-editable SMART Board® Slides⭐ Google Slides®⭐ Homework/Practice assignment⭐ Content quiz⭐ Video Lesson Link for Distance Learning - Flipped Classroom models⭐ Full solution setLesson Objective:★ Use Euler’s Method to approximate solutions of differe
Subjects:
Grades:
10th - 12th, Higher Education
Types:
Calculus Integration Guided Notes with Video Lessons (BC Version - Unit 6)
Integration - The Accumulation of Change Guided Notes for AP Calculus BC Bundle: Your AP Calculus BC students will have a set of Guided Student Notes with Video Lessons (currently AB Topics only) for each section to meet your flipped classroom or distance learning needs covering the topics and concepts for Integration and Accumulation of Change including additional Calculus BC Topics. Teachers also have the benefit of the current Topics, Learning Objectives, and Essential Knowledge for the Fall
Subjects:
Grades:
11th - 12th, Higher Education
Types:
Also included in: AP Calculus BC Big Bundle (2nd Semester) | Flamingo Math
Trapezoid Rule - Calculus -Full Lesson, Digital & Print, Google Drive - NO PREP!
Are you looking for a no prep, full lesson on the Trapezoid Rule for Calculus students? Maybe you need on that could be used for remediation, differentiation, independent or remote learners. If so, you’ve come to the right place.This lesson bundle includes both digital and printable version of the lesson and scaffolding, or guided, notes. The guided notes, printable version, are a PDF, that perfectly match the PowerPoint. Or, students can work independently, even remotely, with the digital ver
Grades:
11th - 12th
Types:
Graphs and Equations of Simple Harmonic Motion Presentation
This Google Slides presentation covers:Simple harmonic oscillationsTime period, frequency, amplitude, displacement, and phase differenceConditions for simple harmonic motionQualitatively describing the energy transformations that take place during one oscillationSketching and interpreting graphs of simple harmonic motion examplesDeriving the velocity vs. time graph of SHM from a displacement vs. time graphDeriving the acceleration vs. time graph of SHM from a velocity vs. time graphThis presenta
Grades:
9th - 12th
Diploma Program Physics Subtopic 4.1 Presentation
This is a Google Slides presentation designed to address the standards of DP Physics for subtopic 4.1, but the content is not at all specific to this course and can be easily adapted to other courses.This presentation covers:Simple harmonic oscillationsTime period, frequency, amplitude, displacement, and phase differenceConditions for simple harmonic motionQualitatively describing the energy transformations that take place during one oscillationSketching and interpreting graphs of simple harmoni
Grades:
11th - 12th
IB Math Applications Lecture Slides: Integration (SL Only)
Lecture slides with guided practice and independent practice problems. Aligned with Haese textbook for IB Mathematics Applications and Interpretations SL course.
Subjects:
Grades:
11th - 12th
Types:
IB Math Applications Lecture Slides: Applications of Differentiation (SL Only)
Lecture slides with guided practice and independent practice problems. Aligned with Haese textbook for IB Mathematics Applications and Interpretations SL course.
Subjects:
Grades:
11th - 12th
Types:
Calculus Derivative Graphic Organizer Google Slides
Used in Calculus to review the some major portions of derivatives before moving onto integrals. I color code the folding graphic organizers so that the students can easily find the different ones. GOOGLE Slides version!1. Geometric formulas for related rates mostly blank to be filled in as a class.2. EVT and MVT with room for IVT3. Signs of first and second derivativesAll three include a partially filled out sample. Leaves room for sample problems and specific classroom formulas, notes, etc.•Sli
Subjects:
Grades:
9th - 12th
Also included in: Calculus Google Bundle - Derivatives, Unit Circle, MVT, EVT, IVT
IB Math Applications Lecture Slides: Properties of Curves (SL Only)
Lecture slides with guided practice and independent practice problems. Aligned with Haese textbook for IB Mathematics Applications and Interpretations SL course.
Subjects:
Grades:
11th - 12th
Types:
IB Math Applications Lecture Slides: Differentiation (SL Only)
Lecture slides with guided practice and independent practice problems. Aligned with Haese textbook for IB Mathematics Applications and Interpretations SL course.
Subjects:
Grades:
11th - 12th
Types:
Pre-Calculus Review For Calculus (Blank Slides Lectures)
Use the following resources to help your students brush up on their Pre- Calculus skills as they begin to take on the challenge that is Calculus.The following file includes 2 slides lectures to be used as a guide for your instruction. The first on basic functions and their characteristics such as domain and range, transformations, piecewise functions, compositions, and notation. It is a lot and if it helps, I did split this first introductory lecture across two 45 min class periods. The second l
Subjects:
Grades:
12th, Higher Education
Types:
AP Calculus BC AP Daily Videos - Unit 7 Guided Notes (Differential Equations)
Using the AP Calculus BC AP Daily Videos? Here are some notes templates you can use with your students! These go with CED Unit 7:7.1 Modeling Situations with Differential Equations7.2 Verifying Solutions for Differential Equations7.3 Sketching Slope Fields7.4 Reasoning Using Slope Fields7.5 Approximating Solutions Using Euler's Method7.6 Finding General Solutions Using Separation of Variables7.7 Finding Particular Solutions Using Separation of Variables7.8 Exponential Models with Differential Eq
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Grades:
12th
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Calculus BC AP Daily Videos - Unit 8 Guided Notes (Applications of Integration)
Using the AP Calculus BC AP Daily Videos? Here are some notes templates you can use with your students! These go with CED Unit 8:8.4 Area Between Curves (with respect to x)8.5 Area Between Curves (with respect to y)8.6 Area Between Curves - More than Two Intersections8.7 Cross Sections: Squares and Rectangles (split into 2 packets)8.8 Cross Sections: Triangles and Semicircles (split into 2 packets)8.9 Disc Method: Revolving Around the x- or y- Axis8.10 Disc Method: Revolving Around Other Axes8.1
Subjects:
Grades:
12th
Types:
AP Calculus BC AP Daily Videos - Unit 9 Guided Notes (Parametric, Vector, Polar)
Using the AP Calculus BC AP Daily Videos? Here are some notes templates you can use with your students! These go with CED Unit 9:9.1 Defining and Differentiating Parametric Equations9.2 Second Derivatives of Parametric Equations9.3 Arc Lengths of Curves (Parametric Equations)9.4 Defining and Differentiating Vector-Valued Functions9.5 Integrating Vector-Valued Functions9.6 Solving Motion Problems Using Parametric and Vector-Valued Functions 9.7 Defining Polar Coordinates and Differenti
Subjects:
Grades:
12th
Types:
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