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Unformatted text preview: Solve 4 " 2 2 = 1 2 # $ % % & ’ ( ( 3 for . 4 Find the average rate of change of ( ) = + 1 over 8, 48 [ ] . Is the instantaneous rate of change of ( ) at = 8 greater than or less than your answer to part ? Illustrate with a graph. 5 . (5) Let f ( x ) = 7cos , < " 2 # 2 + 2 # 7, > $ % & ’ & Is the discontinuity at = removable? Justify your answer. 6 (15) Compute each of the following limits. Show your reasoning: simple numerical answers will not suffice. a. lim " 5 3 # 125 # 5 b. lim " 2 sin3 c. lim " sin cos 1 # $ % % & ’ ( (...
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This note was uploaded on 06/04/2008 for the course MT 100 taught by Professor Keane during the Fall '07 term at BC.
 Fall '07
 Keane

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