Aug

21


Introduction to Course 


13

4.1

Exponential Functions







16

4.2

Logarithmic Functions


23 
1.4 
Slope and Linear Functions 


18

4.3, 4.4 
Applications


25 
2.12.2 
Limits, Continuity 


20

5.1 
Integration 

28 
2.32.4 
Average Rates of Change, Difference Quotients



23

5.2 
Area and Definite Integrals 

30

2.42.5 
Difference Quotients, Differentiation Techniques



25

5.3 
Limits of Sums 
Sept

1

2.6 
Instantaneous Rates of Change



27

5.4 
Properties of Definite Integrals 

4


HOLIDAY



30

5.5

Integration Techniques:
Substitution


6

2.72.8 
Differentation Techniques: The Product and Quotient Rules,
The Chain Rule







8

2.8

The Chain Rule/Review


Nov

1

5.5 
More Integration by
Substitution 

11


Review







13

EXAM 1








15

3.1

First Derivatives to Find
Maximum and Minimum Values 


3


Review


18 
2.9/3.2

Higher Order Derivatives/
Second Derivatives to Find Maximum and Minimum Values



6


Review







8

EXAM 3



20

3.2 
Second Derivatives to Find Maximum and Minimum Values 


10

6.1 
Consumer's and Producer's
Surplus


22

3.3

Rational Functions, Asymptotes







25

3.4 
Absolute Maximum and Minimum Values



13

6.4 
Probability 

27 
3.5 
MaximumMinimum Problems:
Business Applications 


15

6.5 
Expected Value (to top of p.469) 






17

6.6

Volume (Bonus Problem on Final
Examination)









HOLIDAYS 

29 
3.5 
More problems



27

6.3 
Improper Integrals

Oct

2

3.7 
Implicit differentiation, Related rates 


29

7.17.2 
Partial Derivatives 

4

3.7 
Related Rates


Dec

1

7.3 
HigherOrder Partial Derivatives,







4

7.4 
MaximumMinimum Problems


6


Review







9


Review 


6


Review 

11

EXAM 2 



8


Review 