- Unit 2 Derivative Rulesap Calculus Equation
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Chapter 2 Notes
Chapter 2 Practice Notes
- Unit 1 - Limits Unit 2 - Derivatives Unit 3 - Applications of Derivatives Unit 4 - Intro to Integration Unit 5 - Other integration Rules Unit 6 Differentials Unit 7 Area, Volume, and Arclength Unit 8 - Parametrics, Vectors, and Polars Unit 9 - Sequences and Series AP Test Review.
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2.0 Unit 2 Overview: Differentiation In this unit, you will learn more about derivatives, how they are defined, and the basic derivative rules (and exceptions). As one of the core foundations of analyzing functions and change in calculus itself, it is of utmost importance to gain an in-depth understanding of this unit before moving forward to.
Visualize with GeoGebra – the tangent line problem – the derivative
In Class Notes
Limit Process for Derivatives – Notes
Power Rule – Notes
Product Rule, Quotient Rule, and Higher Order Derivatives – Notes
Chain Rule – Notes
Implicit Derivatives – Notes
Unit 2 Derivative Rulesap Calculus Equation
Related Rates – Notes
2.1-2.2 Quiz Review
2.3- 2.4 Quiz Review
Practice Problems Videos for Problems 1 & 2 & 3 (YouTube Playlist)
Quiz 2.3-2.4 Review
Examples for Quiz
Practice 1, 2, 3
Chapter 2 Test Review
Unit 2 Derivative Rulesap Calculus Calculator
FRQ Test Review – Answers
More Test Review Problems
Unit 2 Derivative Rulesap Calculus Solver
Unit 2: Derivatives
In this unit, you will learn first the concept of a derivative by explaining it through limits. You will see that the limit definition and computation are drawn out, and often difficult, so you will learn shortcuts to compute derivatives. You will learn to compute derivatives for all different types of functions, as well as for combinations of functions. After you learn how to compute derivatives, you will look at what derivatives tell you specifically at any point in a function, as well as what they tell you about the function as a whole. You will finish this unit by looking at the computation and meaning of second derivatives, as well as real-life applications of derivatives. The main applications to be reviewed in this unit will be related rates problems, optimization problems, and problems involving displacement, velocity, and acceleration.
Completing this unit should take you approximately 54 hours.