Differential Equations Growth and Decay with Lesson Video (Unit 7)
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Differential Equations CALCULUS AB MEGA BUNDLE:This Calculus AB-MEGA Bundle of guided notes and video lessons, homework, daily content quizzes, mid-unit and end-unit assessments, AP-Style assessments, review assignments, and cooperative activities covers the topics for DIFFERENTIAL EQUATIONS. The unPrice $35.99Original Price $44.49Save $8.50
AP Calculus AB Big Bundle for Second Semester is a complete set of Guided Notes, homework, and daily content quizzes for your AP Calculus AB students. Teachers also have the benefit of full solution sets, a fully-editable set of SMART Board slides and links to the Lesson Videos to meet your flippedPrice $180.00Original Price $202.47Save $22.47
Description
Differential Equations with Exponential Models Calculus Lesson:
Your AP Calculus students will use exponential functions to model growth and decay in applied problems.
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 set
Lesson Objective:
★ Use exponential functions to model growth and decay in applied problems.
College Board® Topics:
Topic 7.8: Exponential Models with Differential Equations
College Board® Learning Objectives:
FUN-7: Solving differential equations allows us to determine functions and develop models.
FUN-7.F: Interpret the meaning of a differential equation and its variables in context.
FUN-7.F.1: Specific applications of finding general and particular solutions to differential equations include motion along a line and exponential growth and decay.
FUN-7.F.2: The model for exponential growth and decay that arises from the statement “The rate of change of a quantity is proportional to the size of the quantity” is dy/dt=ky.
FUN-7.G: Determine general and particular solutions for problems involving differential equations in context.
FUN-7.G.1: The exponential growth and decay model, dy/dt=ky, with initial condition y= y_0 when t=0, has solutions of the form y=y_0 e^kt.
The unit includes:
1) Intro to Differential Equations
2) Slope Fields
4) Differential Equations - Growth and Decay
You might be interested in:
Differential Equations Stations Activity
Differential Equations Homework
Differential Equations Unit Essentials
Activities & Assessments Bundle
AP® is a registered trademark of the College Board® which was not involved in the creation of, and does not endorse this product.
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