eHomework11 - eHomework 11 Note: This is NOT a review set...

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e Homework 11 Note: This is NOT a review set for Test 2. Homework Directions: Determine the answers to the questions below. Then open the EMCF eHomework11 on CourseWare ( http://www.casa.uh.edu ) and submit your answers no later than Wednesday, May 5 th at 11:59pm. Note: We will assume that I is a nonempty interval of R , f and g are functions from I to R , and c I . 1. If f is continuous and I is a closed interval, then f has a maximum value on I . a. True b. False 2. If f is differentiable then f is continuous. a. True b. False 3. If the product of f and g is differentiable, then each of f and g are differentiable . a. True b. False 4. The function ( 29 2 4 1, 2 1, 2 x x f x x x - < = + is differentiable at 2 x = a. True b. False 5. If f is differentiable on I then 1/ f is differentiable on I . a. True b. False 6. If ( 29 ' 3 f x for all x I then the mean value theorem can be used to show f is uniformly continuous on I . a.
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This note was uploaded on 01/06/2011 for the course MATH 3333 taught by Professor Staff during the Spring '08 term at University of Houston.

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eHomework11 - eHomework 11 Note: This is NOT a review set...

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