Course Information  Main Page  Homework  Exams 
9/22  pp. 1  4  introduction to the real numbers; what is a function; linear functions 
9/24  pp. 6  7, 10  exponential functions; increasing and decreasing functions; concavity; shifts and stretches of functions 
9/27  p. 12  polynomials; even and odd functions; the quadratic formula 
xhour  pp. 11  12  composition of functions; inverse functions 
9/29  quiz on the material from 9/22  9/27 solutions  
10/1  pp. 13  14  the number e and the natural logarithm 
10/4  the unit circle; trig functions; shifts and stretches of trig functions  
xhour  other trig functions; inverse trig functions  
10/6  quiz on the material from 9/28  10/4  
10/8  trig identities  
10/11  pp. 20, 44  49  limits and asymptotes 
xhour  pp. 26  27, 84  90  continuity 
10/13  review for midterm 1 7  9 pm, Bradley 101: midterm 1 (covers material from 9/22  10/11) 

10/15  pp. 51  57  average rate of change; the derivative at a point 
10/18  pp. 61  65  the derivative as a function; mean value theorem 
xhour  pp. 93  94, 98  when are functions not differentiable; differentiability and continuity 
10/20  quiz on the material from 10/14  10/18  
10/22  pp. 68  71  interpretations of the derivative 
10/25  pp. 72  76  the second derivative and its interpretation 
xhour  pp. 101  107  derivatives of powers and polynomials 
10/27  quiz on the material from 10/19  10/25  
10/29  derivatives galore  
11/1  pp. 109  112  derivatives of exponential functions 
xhour  pp. 114  117  the product rule and quotient rule 
11/3  review for midterm 2 7  9 pm, Bradley 101: midterm 2 (covers material from 10/12  11/1) 

11/5  pp. 120  123  the chain rule 
11/8  pp. 120  123  the chain rule 
xhour  pp. 125  128  the derivative of trig functions 
11/10  quiz on the material from 11/2  11/8  
11/12  pp. 131  134  applications of the chain rule 
11/15  pp. 136  138  implicit functions 
xhour  derivatives, derivatives, and more derivatives  
11/17  quiz on the material from 11/9  11/15  
11/19  pp. 154  160, 201  using first and second derivatives; extreme value theorem 
11/22  curve sketching  
11/24  Thanksgiving break: 11/24  11/28  
11/29  curve sketching  
12/1  review 