| Monday | Wednesday | Friday |
| Sept 5
(Notes: 1/3,
2/4)
Course introduction Functions |
Sept 7
(Notes: 1/3,
2/4)
Limits |
|
| Sept 10
(Notes: 1/3,
2/4)
Continuity |
Sept 12
(Notes: 1/3,
2/4)
Derivative |
Sept 14
(Notes: 1/3,
2/4)
Differentiation rules Induction |
| Sept 17
(Notes: 1/3,
2/4)
Chain rule Applications of derivatives (Rolle's thm, mean value thm) |
Sept 19
(Notes: 1/3,
2/4)
Tangent lines and approximation Taylor polynomials and series |
Sept 21
(Notes: 1/3,
2/4)
Infinite sequences and series |
| Sept 24
(Notes: 1/3,
2/4)
Tests of convergence |
Sept 26
(Notes: 1/3,
2/4)
Absolute and conditional convergence Midterm exam handed out |
Sept 28
(Notes: 1/3,
2/4 &
slides)
Integration Midterm exam due in class |
| Oct 1
(Notes: 1/3,
2/4)
Fundamental theorems of calculus |
Oct 3
(Notes: 1/3,
2/4)
Natural log |
Oct 5
(Notes: 1/3,
2/4)
Exponential functions |
| Oct 8
(Notes: 1/3,
2/4)
Techniques of integration |
Oct 10
(Notes: 1/3,
2/4)
Intro. to multivariable calculus Partial derivatives and tangent planes |
Oct 12
(Notes: 1/3,
2/4)
Vectors and dot product Multivariable chain rule |
| Oct 15
(Notes: 1/3,
2/4)
Double integration |
Oct 17
(Notes: 1/3,
2/4)
Changing order of integration A first look at triple integration |
Oct 19
(Notes: 1/3,
2/4)
Triple integration |
| Oct 22
Fall break! |
Oct 24
Review Final exam handed out |
Oct 26
Start Math 35 (prob/stat)! Final exam due in Math 35 class |

