3rules Of Differentiationap Calculus

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AP Calculus AB‎ > ‎

Unit 3: Differentiation



Day Topic
1Definition of Derivative
2Basic Derivative Rules
3Product & Quotient Rules
4Practice Power, Product & Quotient Rules
5Chain Rule
6Practice with Chain Rule and Derivatives of a^x
7Implicit Differentiation
8Some Derivatives Rules WS #1-24
9Differentiability & Approximating Derivatives
10Barron's Review for HW
11Inverse Trig Derivatives
12 Derivatives of Inverse Functions (non-trig)
13Logarithmic Differentiation
14Review
15Unit Exam & 'Review so Far' Packet (HW)

LinkDescription
Definition of DerivativeVideo detailing the concept of a derivative in relation to the slope of a tangent line
Proof of Power Rule for Derivatives
Video showing why the power rule works
Derivative Proof of e^x
Video explaining why the derivative of e^x = e^x
Product Rule Proof
Video showing a proof of the Product Rule
Quotient Rule Proof
Video showing a proof of the Quotient Rule
Power Rule Proof
Video showing a proof of the Power Rule
Chain Rule Proof
Video showing a proof of the Chain Rule

3rules Of Differentiationap CalculusSolver

3 Rules Of Differentiationap Calculus Algebra

Algebra

AP Calculus Chapter 2 Differentiation 8/24 θ Chapter 1 Review Packet Limits Packet 8/25 F Chapter 1 Review Packet Limits Packet 8/28 M 2.1 Derivative and Tangent Line Problem Pg 101 1-35 odds, 39-44, 47-57 odds, 8/29 T 2.1 Derivative and Tangent Line Problem Pg 103 61-83 odds, 89-92, 94.

3rules Of Differentiationap Calculus

3 Rules Of Differentiationap Calculus 14th Edition

Section 3.3 Rules of Differentiation 1 October, 2014 Usage Notes These lecture notes are largely based on 2007 edition of Calculus: Graphical, Numerical & Algebraic, by Kinney, Demana, Waits & Kennedy published by Peason Education, Inc. Calculus is a branch of mathematics that focuses on the calculation of the instantaneous rate of change (differentiation) and the sum of infinitely small pieces to determine the object as a whole (integration). Two popular mathematicians Newton and Gottfried Wilhelm Leibniz developed the concept of calculus in the 17th century. Today, this is the basic.





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