* Math 21A (Thomas)
SUPPLEMENTARY CLASS HANDOUTS *

* Last Update: November 22, 2017
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kouba@math.ucdavis.edu*

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- SUPPLEMENTARY HANDOUTS

- ..... An example of Average Rate of Change .....

- ..... Even and Odd Functions .....

- ..... The Squeeze Principle .....

- ..... A Specific Trig Limit .....

- ..... Precise Definition of Limit .....

- ..... Continuity .....

- ..... Intermediate Value Theorem .....

- ..... An Application of Derivative .....

- ..... The Product Rule .....

- ..... The Quotient Rule .....

- ..... An Example Using ARC and IRC .....

- ..... The Derivative of sin x .....

- ..... Here are some general notes on the Derivative of an Inverse Function

- ..... Differentiating a Logarithm .....

- ..... Differentiating Inverse Trig Functions .....

- ..... The Differential .....

- ..... These are examples using the differential to Estimate Functional Expressions and Percentage Error .....

- ..... Here is a specific application of a differential in a Physics Example .....

- ..... Here is a handout on Detailed Graphing , Instructions for detailed graphing, and some worked out Examples .....

- ..... Rolle's Theorm, the Mean Value Theorem , and Other Important Theorems .....

- ..... An Example of the Mean Value Theorem .....

- ..... Applied Maximum/Minimum Problems .....

- ..... Why L'Hopital's Rule Works .....

- ..... An Extreme Example .....

- ..... Estimating Roots Using Newton's Method .....

- ..... An example of Average Rate of Change .....