Week |
Topics |
Aug 23- Aug 27 |
Review of the Definite Integral and the Fundamental Theorem of Calculus. |
Aug 30- Sep 3 |
Review of basic integration. Integrals involving exponential, logarithmic, trigonometric functions. |
Sep 6- Sep 10 |
No class on Monday, Sep 6 (Labor day)
Review of basic integration. Applications of integration.
|
Sep 13- Sep 17 |
Applications of integration. Volume of solids of revolution. |
Sep 20- Sep 24 |
Further applications of integration. Sequences and series. |
Sep 27- Oct 1 |
Sequences and series.
Midterm 1 on Sep 27, Sep 28
|
Oct 4- Oct 8
|
Sequences and series.
|
Oct 11- Oct 15 |
No classes on Oct 11, Oct 12 (Fall Recess)
Convergence tests for numerical series.
|
Oct 18- Oct 22 |
Convergence tests for numerical series. |
Oct 25- Oct 29 |
Power series. |
Nov 1- Nov 5 |
Taylor series and their applications. |
Nov 8- Nov 12 |
Differential Equations.
Midterm 2
|
Nov 15- Nov 19
| Differential Equations, geometric meaning of the 1st order ODEs.
Midterm 2
|
Nov 22- Nov 26 |
Solving 1st order ODEs. Modeling with differential equations.
No classes on Nov 24- Nov 26 (Thanksgiving) |
Nov 29- Dec 3 |
Modeling with differential equations. Second Order Differential Equations.
|
Dec 6 |
Second Order Differential Equations.
|
Dec 9 (Thursday) 2:15 PM - 5:00 PM
|
Final Exam
|