| Lecture | Date | Topic
|
| 1 | Thu 1/28 | Review/Introduction to
the Riemann integral
|
| 2 | Tue 2/2 | Basic properties of the
integral
|
| 3 | Thu 2/4 | When is a function integrable?
|
| 4 | Tue 2/9 | Riemann sums and
applications
|
| 5 | Thu 2/11 | The Fundamental Theorem
of Calculus
|
| 6 | Tue 2/16 | The Fundamental Theorem
of Calculus (cont.)
|
| --- | Thu 2/18 | No class (Monday schedule)
|
| 7 | Tue 2/23 | The trigonometric
functions
|
| 8 | Thu 2/25 | The trigonometric
functions (cont.)
|
| 9 | Tue 3/2 | The logarithm and
exponential function
|
| 10 | Thu 3/4 | The logarithm and
exponential function (cont.)
|
| 11 | Tue 3/9 | Workshop I
|
| 12 | Thu 3/11 | Midterm I
|
| 13 | Tue 3/16 | Techniques of
integration
|
| 14 | Thu 3/18 | Techniques of
integration (cont.)
|
| 15 | Tue 3/23 | Applications of
integration in geometry
|
| 16 | Thu 3/25 | Applications of
integration in physics
|
| --- | Tue 3/30 | No class (Spring recess)
|
| --- | Thu 4/1 | No class (Spring recess)
|
| 17 | Tue 4/6 | Elementary ODE's
|
| 18 | Thu 4/8 | Elementary ODE's (cont.)
|
| 19 | Tue 4/13 | Workshop II
|
| 20 | Thu 4/15 | Midterm II
|
| 21 | Tue 4/20 | Polynomial
approximation
|
| 22 | Thu 4/22 | Polynomial
approximation (cont.)
|
| 23 | Tue 4/27 | Complex numbers
|
| 24 | Thu 4/29 | Infinite sequences
|
| 25 | Tue 5/4 | Infinite sequences (cont.)
|
| 26 | Thu 5/6 | Infinite series
|
| 27 | Tue 5/11 | Infinite series (cont.)
|
| 28 | Thu 5/13 | Workshop III
|