M120 Brief Survey of Calculus II
Spring
2012; 5592, CV111; MW 5:45-7:15
Instructor: M.
Ehringer Office: PS 003,
941-2627 Home: 246-1854
Text: Calculus for Business, Economics, and
the Social and Life Sciences by Hoffman &
Bradley, McGraw-Hill, 10th Edition
Tentative daily schedule
|
1. |
Mon,
Jan 9 |
1.5
Limits |
|
2. |
Wed,
Jan 11 |
1.6
One-Sided Limits and Continuity |
|
3. |
Wed, Jan 18 |
4.3
Differentiation of Logarithmic and Exponential Functions |
|
4. |
Mon,
Jan 23 |
4.4
Additional Exponential Models (project 1 – Limits – due) |
|
5. |
Wed,
Jan 25 |
Test Chapters 1 & 4
|
|
6. |
Mon,
Jan 30 |
5.1
Antidifferentiation: The Indefinite
Integral |
|
7. |
Wed,
Feb 1 |
5.2
Integration by Substitution |
|
8. |
Mon, Feb 6 |
5.3
The Definite Integral and the Fundamental Theorem of Calculus |
|
9. |
Wed,
Feb 8 |
5.4
Area Between Curves and Average Value |
|
10. |
Mon,
Feb 13 |
5.6
Applications (project
2 – Integration Concepts – due) |
|
11. |
Wed,
Feb 15 |
Test Chapter 5
|
|
12. |
Mon,
Feb 20 |
6.1
Integration by Parts; Integral Tables |
|
13. |
Wed,
Feb 22 |
6.2
Improper Integral |
|
14. |
Mon,
Feb 27 |
6.3
Numerical Integration |
|
15. |
Wed, Feb 29 |
Test Chapter 6 (project 3 – Riemann Sums – due)
|
|
16. |
Mon,
Mar 5 |
7.1
Functions of Several Variables |
|
17. |
Wed,
Mar 7 |
7.2
Partial Derivatives |
|
18. |
Mon,
Mar 12 |
7.3
Optimizing Functions of Two Variables |
|
19. |
Wed,
Mar 14 |
7.4
The Method of Least-Square |
|
20. |
Mon,
Mar 19 |
7.6
Double Integrals (optional project – Regression models – due) |
|
21. |
Wed,
Mar 21 |
Test Chapter 7
|
|
Mar
26-29 |
Spring
Break
|
|
|
22. |
Mon,
April 2 |
Appendix
A3 – Evaluating Limits with L’Hopital’s Rule |
|
23. |
Wed,
April 4 |
9.1
Infinite Series; Geometric Series |
|
24. |
Mon,
April 9 |
9.2
Test for Convergence |
|
25. |
Wed,
April 11 |
9.3
Functions as Power Series; Taylor Series |
|
26. |
Mon,
April 16 |
Review
and Catch-up (project 5 – Series & Sequences –
due) |
|
27. |
Wed,
April 18 |
Test Chapter 9 and L’Hopital |
|
28. |
Mon, April 23 |
Review
for Final |
Mon April 30 -
5:45-7:45 Comprehensive Final Exam
To
discover the concept of limits as applied to multiple functions and
integration. To learn multiple
interpretations and applications of integration, multivariable calculus,
sequences, infinite series, and
Grades: There will be five100 pt tests The
comprehensive final is worth 200 pts. An additional 100 points are from
the best 10 of 12 ten-point pop quizzes. There will also be 100 points
from four assigned projects.
Office Hours Mon 1:30-3:00; Wed 1:30-2:00;
Wed 2:00-3:00 in Math Lab PS 015, other times available by appointment