Rules for finding derivatives
3. Rules for Finding Derivatives - Whitman College
Derivatives Video 2. Popper 10. Exponential Functions. More shortcuts: Product Rule. Quotient Rule. Derivatives Video 3. Popper 11. Application Problems. Appendices. Increasing/Decreasing functions Definition of Derivative. The Derivative of a function, f (x), is the . It is denoted
[DOC File]lab9.mws - [Server 1]
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Jun 14, 2011 · Trig Derivatives. teaches the objectives which is to find the derivatives of the six trigonometric functions by using the product and quotient rules. HOMEWORK (Key Knowledge and Skills students should achieve in the lesson) 1. Finding the derivatives of six trigonometric functions. 2. Derive the formulas for the derivatives of the trigonometric ...
[DOC File]Calculus 2
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What we need are some "shortcuts" (algebraic rules) for differentiating. Maple will help us discover some basic rules for finding derivatives without using the limit definition directly. First, here is the key example for using Maple to find f '(x). We'll find the derivative of 2*x^3 - 7*x + 5 in three easy steps: ...
[DOC File]Derivatives - UH
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1. Finding Derivatives Easier ….a.k.a. The Derivative Short-Cuts. Special Case of the Power Rule
[DOC File]Section 3
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Including the connection between derivatives and continuity, where derivatives don’t exist, graphing derivatives and finding derivatives on the home screen of the calculator, symmetric difference quotient. Brief covering of horizontal asymptotes connected to max’s / min’s and the increasing function means a positive slope of the tangent line.
[DOC File]Lesson Plan Template - Hollywood High School
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For examples of finding the derivatives of trigonometric functions (4.4), see Math Video Tutorials by James Sousa, The Derivative of Sine and Cosine (9:20). Review Questions. Find the derivative of the following functions: If , find . Use the definition of the derivative to prove that . Review Answers. Practice on Derivatives involving Trig ...
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Using the six examples from above and without using the Limit Definition of the Slope of a Tangent Line, establish some short-cut rules for finding derivatives of functions. Use these rules to find the derivatives (the expression for the slope of a tangent) of the following functions:
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