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 Reading for 11/26 Lecture:
pg 590593 Ch 9.1 "Linear and quadratic approximation" and "Taylor polynomials"
pg 597598 Ch 9.1 "Estimating the Remainder"
 Reading for 11/19 Lecture:
Ch 4.5 Linear approximation (excluding subsection on differentials)
 Reading for 11/12 and 11/14 Lectures:
Ch 4.4 Optimization
 Reading for Thurs 10/31 Lecture:
pg 247254 Ch 4.3 Graphing functions
 Reading for Tues 10/29 Lecture:
pg 232242 Ch 4.2 What derivatives tell us
 Reading for Thurs 10/24 Lecture:
pg 223229 Ch 4.1 Maxima and Minima
 Reading for Tues 10/22 Lecture:
pg 211214 Ch 3.10 Related Rates
 Reading for Thurs 10/17 Lectures:
Prof. Mac Lean's Notes on
Continuous compound interest
and
Elasticity
 Reading for Tues 10/15 Lectures:
pg. 192199 Ch 3.8 Derivatives of Log and Exp
pg. 441447 Ch 6.8 Exponential models
 Reading for Tues 10/8 and Thurs 10/10 Lectures:
pg. 183188 Ch 3.7 Implicit differentiation (Skip Example 3)
 Reading for Thurs 10/3 Lecture:
Business problem Worksheet
pg. 175180 Ch 3.6 "The Chain Rule"
 Reading for Tues 10/1 Lecture:
pg. 163170 Ch 3.5 "Derivatives as Rates of Change" (Skip Example 3)
 Reading for Thurs 9/26 Lecture:
pg. 145151 Ch 3.3 "Product and Quotient Rules"
 Reading for Tue 9/24 Lecture:
pg. 128131 Ch 3.1 "Intro Derivative"
pg. 135141 Ch 3.2 "Rules of differentiation"
 Reading for Thurs 9/19 Lecture:
pg. 121127 Ch 3.1 "Intro Derivative"
 Reading for Tue 9/17 Lecture:
pg. 9497 Ch 2.6 "Continuity"
pg. 101102 "Intermediate Value Theorem" subsection
 Reading for Thu 9/12 Lecture:
pg. 5660 Ch 2.2 "Definitions of Limits" (excl. Ex. 5)
pg. 6570 Ch 2.3 "Techniques for Computing Limits" (main Theorems)
 Reading for Tue 9/10 Lecture:
pg. 2324 "Exponential Functions"
pg. 2426 "Inverse Functions" (not including "Finding inverse functions".)
pg. 2829 "Graphing Inverse Functions"
