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Midterm


Tentative Schedule

Week Day In-class activity Group assignment due Mon noon Reading hw Topic
1
Week Day In-class activity Group assignment due Mon noon Reading hw due on the next, next class day Topic
2
Week 1 Mon Intro lecture + hw 1a 1. systems of lin eq
3
Aug 24-28 Wed wksheet lecture + hw 1b
4
Fri wksheet week 1 wksheet due Mon noon lecture + hw 2a 2. Gaussian elimination
5
Week 2 Mon Record video0 lecture + hw 2b
6
Aug31-Sep4 Wed Do the presentation lecture + hw 3a 3. Matrices and vectors
7
Fri wksheet lecture + hw 3b
8
Week 3 Mon No class (Labor Day)
9
Sep 7-11 Wed wksheet lecture + hw 4a 4. Matrix multiplication
10
week3 slides Fri In-class, timed quiz (lecture 1-3) week2,3 wksheet due Mon noon lecture + hw 4b
11
Week 4 Mon Learn about an approved topic (appl sec 1-2) lecture + hw 5a 5. Matrix inverses
12
Sep 14-18 Wed Continue preparing presentation Week4 in-progress due Wed after class (Gradescope) lecture + hw 5b
13
Fri Do the presentation live recording + slides due Mon noon (Gradescope) lecture + hw 6a 6. Determinants
14
week 5 Mon wksheet lecture + hw 6b
15
Sep 21-25 Wed In-class, timed individual, group quiz (up to lecture 5b) lecture + hw 7a 7. Cofactors + eigenvectors
16
Fri wksheet week 5 wksheet due Mon noon lecture + hw 7b
17
week 6 Mon Learn about an approved topic (appl up to sec 3) lecture + hw 8a 8. Char polynomials
18
Sep28-Oct2 Wed Prepare and practice presentation in-progress due Wed after class (Gradescope) lecture + hw 8b
19
Fri Do the presentation live recording + slides due Mon noon lecture + hw 9a 9. Vector geometry
20
week 7 Mon Review session (first half) + work on wksheet (second half) lecture + hw 9b
21
Oct 5-9 Wed quiz Review session again + continue wksheet. Midterm slots all day after class.
22
Th Midterm slots all day
22
Fri No Fri class. Midterm slots all day
23
week 8 Mon No Mon class. Midterm slots all day
23
Oct 12-16 Tue Midterm slots all day
24
Wed No Wed class. Midterm slots all day lecture + hw 10a 10. Linear transformations
24
Th Midterm slots all day
25
Fri No Fri class. Midterm slots all day Wk 7/8 *individual* wksheet due Mon noon
26
week 9 Mon Answer midterm questions or hw questions lecture + hw 10b
27
Oct 19-23 Wed Live "lecture" (extra example problems) lecture + hw 11a 11. Subspaces
23
Thurs Make-up midterm slots
28
Fri Work on wksheet lecture + hw 11b
29
week 10 Mon Review for quiz (25 min) + work on wksheet (25 min) lecture + hw 12a 12. Spanning sets & linear independence
30
Oct 26-30 Wed quizcampus is closed No new lecture
23
Thurs Make-up midterm slots
31
Fri quiz (lecture 9b to 11a)Mini lecture + "pretend quiz" homework activity week 9/10 individual wksheet due Mon noon lecture + hw 12b
32
week 11 Mon Mini lecture + work on week11 worksheet lecture + hw 13a 13. Bases & dim
33
Nov 2-6 Wed No class (Tues is instructional holiday)
34
Fri Mini lecture + work on week11 worksheet week 11 individual wksheet due Mon noon lecture + hw 13b
35
week 12 Mon group quiz2 practice activity (extra credit) lecture + hw 14a 14. Bases con't, rank & dim
36
Nov 9-13 Wed quiz2 individual and group lecture + hw 14b
37
Fri Start preparing week13 presentation (No wksheet due this Mon) lecture + hw 15a 15. Eigenbases
38
week 13 Mon Continue preparing week13 presentation in-progress due Mon after class (Gradescope) lecture + hw 15b
39
Nov 16-20 Wed Continue preparing presentation lecture + hw 15c
40
Fri Do the presentation live recording + slides due Mon noon lecture + hw 16a 16. Vector spaces
41
week 14 Mon Short lecture + Work on week14/15 wksheet lecture + hw 16a
42
Nov 14-27 Wed No class (Thanksgiving break)
43
Fri No class (Thanksgiving break)
44
week 15 Mon Lecture (review for quiz) for 35 mins + Work on week14/15 wksheet for 15 mins lecture + hw 17a 17. Bases & dimensions for vector spaces
45
Nov30-Dec4 Wed Short lecture + practice quiz activity or work on wksheet lecture + hw 17b
46
Fri quiz (lec 10 to 16) week14/15 wksheet due Monday at noon
35
week 16 Mon Work on week14/15 wksheet (or final project)
36
Dec 7-11 Wed Work on final project lecture + hw 18 (extra credit pts) 18. General linear transformation
37
Fri Work on final project

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