Exam #2 Test Topics for Burke

# Exam #2 Test Topics for Burke - Math 202 Test 2 Review...

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Math 202 – Test 2 Review Chapter 12: 1. Be able to accomplish an implicit differentiation. 2. Be able to utilize logarithmic differentiation, that is, take the log or natural log of both sides of an equation, then differentiate. Use properties stated above for natural log if needed. 3. Be able to take higher order derivatives. Recognize and be able to use alternate notations that represent higher order derivatives. (See table page 557.) Be able to interpret a 2 nd degree derivative in a practical situation. 4. Be able to work with such derivatives in practical situations such as those presented in the text. Chapter 13: 1. Understand and be able to work with the concepts of an increasing or decreasing function. Recognize that a function is increasing when its 1 st derivative is positive. Recognize that a function is decreasing when its 1 st derivative is negative. Be able to determine whether a function is increasing or decreasing in a specific interval. 2. Understand and be able to work with the concepts of a relative maximum or relative minimum in the evaluation (and in the graph) of a function. Recognize that such a max or min

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## This note was uploaded on 10/20/2010 for the course MATH 201 taught by Professor Smith during the Fall '08 term at Washington State University .

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Exam #2 Test Topics for Burke - Math 202 Test 2 Review...

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