27 videos in "Derivatives / Rules of Derivatives"
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Introduction to Derivatives
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The Derivative
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Calculation of Derivatives
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Derivatives of Trigonometric Functions
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Leibniz Notation and the Chain Rule
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Rectilinear Motion
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Higher-Order Derivatives
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Critical Numbers and the First Derivative Test
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Concavity and the Second Derivative Test
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The Power Rule
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Derivatives Part 1
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Derivatives Part 2
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Derivatives Part 3
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![[C.2] Numerical Derivative preview image](http://pi.mathvids.com/thumbs/1286-1.jpg)
[C.2] Numerical Derivative
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![[C.3] Elasticity preview image](http://pi.mathvids.com/thumbs/1287-1.jpg)
[C.3] Elasticity
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Derivative of a Sum-Product-Quotient-Composition
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Sign of Derivative and Increasing or Decreasing
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Increasing or Decreasing Derviative from Function
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Cartesian Graphs and the Second Derivative
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Excel Project 1 - Acceleration of Sales
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Notations and Power Rule
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Chain Rule
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Derivative of Exponential
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Max and Min
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Elasticity Part 1
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Elasticity Part 2
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Elasticity Part 3 - Calculator
Cartesian Graphs and the Second Derivative
- Acceleration / Deceleration Notes - Notes on acceleration / deceleration
- Wolfram Alpha engine - A computation engine that can do many calculations / graphs for you as well as look up reliable information about almost anything.
- How do you analyze and interpret the Cartesian graph of a function in terms of its second derivative?
- What is an inflection point of a graph?
- What are acceleration and deceleration of a function?
- How can you tell from the second derivative of a function where the function is accelerating and decelerating?
- What does the second derivative of a function tell you?
- How can you find the location of an inflection point of a function from its second derivative?
- How can you take the numerical derivative of a function on a TI graphing calculator?
- How can you graph a function and its derivative on a TI graphing calculator?
This lesson shows you the second derivative of a function and takes some information from this second derivative to learn something about the original function. This is a great tutorial on learning concepts from the second derivative of a function. Two different functions and their derivatives and second derivatives are examined.



