| Date
|
Sections/Topics
|
Homework
|
| |
Orientation
|
|
| |
1.1 Functions
and Change |
1.1 |
| |
1.2 Exponential
Functions |
1.2 |
| |
1.3 New Functions
From Old |
1.3 |
| |
1.4 Logarithmic
Functions |
1.4 |
| |
1.5 Trigonometric
Functions |
1.5 |
| |
1.6 Power,
Poly & Rational Functions |
1.6 |
| |
|
|
| |
1.7 Intro
to Continuity |
1.7 |
| |
1.8 Limits |
1.8 |
| |
2.1 How do
we measure speed? |
2.1 |
| |
2.2 The derivative
at a point |
2.2 |
| |
2.3 The derivative
Function |
2.3 |
| |
2.4 The Interpretation
of the Derivative |
2.4 |
| |
2.5 The second
derivative |
2.5 |
| |
2.6 Differentiability |
|
| |
Test
1.7-2.5 |
|
| |
|
|
| |
3.1 Powers
and Polynomials |
3.1 |
| |
3.2 The Exponential
Function |
3.2 |
| |
3.3 The Product
and Quotient Rules |
3.3 |
| |
3.4 The Chain
Rule |
3.4 |
| |
3.5 The Trigonometric
Functions |
3.5 |
| |
|
|
| |
3.6 The Chain
Rule and Inverse Functions |
3.6 |
| |
3.7 Implicit
Functions |
3.7 |
| |
3.8 Hyperbolic
Functions |
3.8
|
| |
3.9 Linear
Approximations and Derivatives |
3.9 |
| |
3.10 Theorems
about Differentiable Functions |
3.10 |
| |
|
|
| |
4.7 L'Hopital's
Rule |
4.7 |
| |
4.1 Using
1st and 2nd Derivatives |
4.1 |
| |
4.2 Optimization |
4.3 |
| |
4.6 Related
Rates and Rates |
4.6 |
| |
|
|
| |
5.1 How Do
we Measure Distance Traveled? |
5.1 |
| |
5.2 The Definite
Integral |
5.2 |
| |
5.3 Fundamental
Theorems and Interpretations |
5.3 |
| |
5.4 Theorems
and the definite integral |
5.4 |
| |
|
|
| 5/29 |
Final Friday,
December 18, 8:10-10:40 |
|
