All homework assignments are turned in on Gradescope. The problems for each assignment are listed here.
Week | Monday | Tuesday | Wednesday | Thursday | Friday |
---|---|---|---|---|---|
0 |
Sep 19 | Sep 20 | Sep 21 | Sep 22
No discussion
section |
Sep 23
First class
|
1 |
Sep 26 | Sep 27 | Sep 28 | Sep 29
First discussion
section |
Sep 30
HW1 due 2pm PDT
|
2 |
Oct 3 | Oct 4 | Oct 5 | Oct 6 | Oct 7
HW2 due 2pm PDT
|
3 |
Oct 10 | Oct 11 | Oct 12 | Oct 13 | Oct 14
HW3 due 2pm PDT
Quiz 1 (in class) |
4 |
Oct 17 | Oct 18 | Oct 19 | Oct 20 | Oct 21
HW4 due 2pm PDT
|
5 |
Oct 24 | Oct 25 | Oct 26 | Oct 27 | Oct 28
HW5 due 2pm PDT
Quiz 2 (in class) |
6 |
Oct 31 | Nov 1 | Nov 2 | Nov 3 | Nov 4
HW6 due 2pm PDT
|
7 |
Nov 7 Notice the change from daylight savings time |
Nov 8 | Nov 9 | Nov 10 | Nov 11
HW7 due 2pm PST
No class (Veterans Day) |
8 |
Nov 14 | Nov 15 | Nov 16 | Nov 17 | Nov 18
HW8 due 2pm PST
Quiz 3 (in class) |
9 |
Nov 21 | Nov 22 | Nov 23 | Nov 24 | Nov 25
HW9 cancelled
No class (Black Friday) |
10 |
Nov 28 | Nov 29 | Nov 30 | Dec 1 | Dec 2
HW10 due 2pm PST
|
Finals |
Dec 5 | Dec 6 | Dec 7 | Dec 8 | Dec 9
Final Exam
3-6pm PST Location TBD |
Here is a tentative schedule of what will be covered in each lecture, together with the relevant section(s) of the textbook (Calculus Volume 1 and Calculus Volume 2 from OpenStax). Only the first two lectures will use Volume 1; everything else is from Volume 2. This is a rough schedule, and there will likely be some give and take between lectures.
Week | Date | Topic | Book Sections |
---|---|---|---|
0 | 9/23 | Antiderivatives (warm-up) | 4.10 (Vol. 1) |
1 | 9/26 | Antiderivatives (warm-up) | 4.10 (Vol. 1) |
9/28 | Approximating Areas (warm-up, warm-up 2) | 1.1 | |
9/30 | The Definite Integral (warm-up) | 1.2 | |
2 | 10/3 | The Fundamental Theorem of Calculus (slide 1, slide 2, slide 3) (Skipping MVT for integrals and average value of functions for now) |
1.3 |
10/5 | The Fundamental Theorem of Calculus (Skipping MVT for integrals and average value of functions for now) (How to get FTCII from FTCI) |
1.3 | |
10/7 | Integration Formulas and the Net Change Theorem (warm-up) | 1.4 | |
3 | 10/10 | Substitution (including exp and log functions) | 1.5, 1.6 |
10/12 | Substitution (including exp and log functions) (warm-up) | 1.5, 1.6 | |
10/14 | Quiz 1 | ||
4 | 10/17 | Integrals Resulting in Inverse Trigonometric Functions + average value (§1.2) and MVT for integrals (§1.3) (warm-up) another inverse trig example, more examples | 1.7 (avg value) |
10/19 | Areas Between Curves (warm-up) | 2.1 | |
10/21 | Determining Volumes by Slicing (warm-up) notes, demo,  x-axis and y-axis examples,  washer method examples |
2.2 | |
5 | 10/24 | Exponential Growth and Decay (warm-up, warm-up 2) | 2.8 |
10/26 | Exponential Growth and Decay (warm-up) | 2.8 | |
10/28 | Quiz 2 | ||
6 | 10/31 | Integration by parts | 3.1 |
11/2 | Integration by parts | 3.1 | |
11/4 | Partial Fractions (warm-up) quadratic factor,   repeated linear factor,   repeated quadratic factor | 3.4 | |
7 | 11/7 | Improper Integrals (warm-up) | 3.7 |
11/9 | Improper Integrals (warm-up), (slide 1), (slide 2), (slide 3) | 3.7 | |
11/11 | No class (Veterans Day) | ||
8 | 11/14 | Basics of Differential Equations (warm-up) applications,   famous differential equations |
4.1 |
11/16 | Separable Equations | 4.3 | |
11/18 | Quiz 3 | ||
9 | 11/21 | Direction Fields (warm-up, slide 1) | 4.2 |
11/23 | Finish Direction Fields, start Sequences (recap, slide 1, slide 2, slide 3, §5.1 warm-up) |
4.2, 5.1 | |
11/25 | No class (Black Friday) | ||
10 | 11/28 | Finish Sequences, start Series (warm-up) | 5.1, 5.2 |
11/30 | Geometric Series (Can you afford a house?) | 5.2 | |
12/2 | Review | ||
Finals | 12/9 | Final Exam (Friday of finals week, 3-6pm) |