This is a thirteen-lesson unit on Differentiation
for students enrolled in AP Calculus AB or BC, Calculus Honors, or College Calculus. Every lesson includes
✎ A set of Guided Student Notes
✎ A daily homework assignment
✎ Four forms of a daily homework quiz or exit ticket
✎ A sample pacing guide for a two-week lesson plan and learning objectives.
✎ Teachers also have the benefit of a fully-editable SmartBoard® Lesson
for presentation and discussion.
You need Smart Notebook software to run the presentation.
It can be displayed through the software and a projector. If you don't have a SmartBoard, you can also use an IPAD App, such as SplashTop, to remotely write on the presentation. You can also use Smart Notebook Express
The topics can be purchased in individual lessons at my store.
The unit includes:
1) Rates of Change and Introduction to Derivatives
2) Tangent Lines and Local Linearity
3) Investigating Slope Graphs
4) The Derivative and Tangent Line
5) Differentiability and Continuity
6) Basic Differentiation Rules
7) Product & Quotient Rules
8) The Chain Rule
9) Symbolic Differentiation With Tables and Graphs
10) Derivatives of Inverse Functions
11) Derivatives of Bases Other Than e
12) Equations of Tangent Lines and Linear Approximations
13) Implicit Differentiation
There are also four forms of a content quiz that can be completed in 10 minutes or less and covers the “big ideas” of each lesson. Two forms of a mid-unit quiz and an end-unit quiz, two forms of a mid-unit test and two forms of the end-unit test are available. The answer keys are included for all materials.
The unit includes a sample pacing guide for a month long unit lesson plan.
Here is a FREEBIE for this unit!
Toothpicks on a Tangent Line Activity
The bundle includes many extras:
Definition of Derivatives Match-Up Activity
Differentiability and Continuity Stations
Mini Assignments for Differentiability & Continuity, Chain Rule, Implicit Differentiation, and G.N.A.W. Inverse Functions
G.N.A.W. AROC or IROC
Mid-Unit and End-Unit Quiz Reviews
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Created by Jean Adams , © 2016 Flamingo Math™ , LLC