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Unformatted text preview: y = 3 Relationship between the graphs of f and ′ f Example 5 Graphing ′ f from f Calculus Section 2.1 Page 4 Example 6 Graphing f from ′ f Calculus Section 2.1 Page5 OneSided Derivatives The Righthand derivative at a The Lefthand derivative at a Example 7 OneSided Derivatives Can Differ at a Point Show that the following funciton has lefthand and righthand derivatives at x = 0 , but no derivative there. f x ( ) = x 2 , x ≤ 2 x , x > Calculus Section 2.1 Page 6 Assignment II1 Page 101 – 102 #1 – 10 all, 12 (use notes for derivative of y = x 3 ), 13, 16, 17, 18, 22, Recognizing the Limit as a Derivative Sheet...
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 Spring '10
 John
 Calculus, Derivative, Limit of a function, Calculus Section

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