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The quiz 11 for prof. S. Brick's calculus i course, offered in spring ’08 for math 125, section 501. The quiz includes instructions to print the student's name and two problems. Problem 1 asks students to use the second derivative test to classify the local min/max's of functions (a) y = ln(x² + 1) and (b) g(t) = arctan(x² + 1)
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Spring ’08 section 501
Closed book and closed notes
1.. Use the second derivative test to classify the the local min/max’s of the following: (a) y = ln(x^2 + 1) (b) g(t) = arctan(x^2 + 1)