Jan 
18 
Introduction to Course  10 
Teacher's Choice 

20 
4.2 
Logarithms 

20  1.4  Slope and Linear Functions  22 
4.3, 4.4  Exponential Growth, Compound interest  
23  2.12.2  Limits, Continuity  24 
5.1  Integration  
25  2.32.4  The Derivative  27 
5.2  Area and definite integrals  
27  2.42.5  Differentiation Via limits, Via formulas  29 
5.3  Limits of sums  
30  2.6  Applications: Business  31 
5.4  Properties of definite integrals  
Apr 
3 
5.5 
Integration by substitution 

Feb 
1 
2.72.8  More diff'n formulas, Chain rule  
3 
2.82.9 
Chain Rule, Higher Derivatives 

5 
5.5  More integration by substitution  
6 
3.1  Role of first derivative, Rel. max, min  
8 
3.2  Role of second derivative  7 
Review  
10  
Catchup day 
10 
Review 

13  Review  12 
EXAM 3 

15  EXAM 1  14 
6.1  Consumer's and Producer's
Surplus 

17 
3.3 
Rational Functions, Asymptotes 

20 
3.4  Absolute maximum, minimum  17 
6.4  Probability  
22  3.5  Absolute max min problems, Business Applications 
19 
6.5  Expected value, Mean (to top of p.469)  
24  3.53.6  More problems, Differentials  21 
6.6  Volume  
27  3.7  Implicit differentiation, Related rates  24 
7.17.2  Partial derivatives  
Mar 
1 
3.74.1  Related Rates, Exponential Function  26  7.37.4  Higher order partial derivatives, Relative extrema, Critical points  
28  7.37.4  More Higher order partial derivatives, Relative extrema, Critical points  

3 
4.1  Exponentials 


May 
1 
7.7 
Double Integrals 

6  Review  3  Review  
8  EXAM 2  5  Review 