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2. For A <math>\in M_(m \times n)</math> and B <math>\in M_(n \times p)</math> and C <math>\in M_(p \times q)</math>, |
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2. For A <math>\in M_(m \times n)</math> and B <math>\in M_(n \times p)</math> and C <math>\in M_(p \times q)</math>, |
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(AB)C = a(BC) |
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(AB)C = A(BC) |
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== Lecture notes scanned by [[User:Zetalda|Zetalda]] == |
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== Lecture notes scanned by [[User:Zetalda|Zetalda]] == |
Latest revision as of 05:52, 7 December 2012
| Additions to this web site no longer count towards good deed points.
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| #
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Week of...
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Notes and Links
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| 1
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Sep 10
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About This Class, Tuesday, Thursday
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Sep 17
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HW1, Tuesday, Thursday, HW1 Solutions
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| 3
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Sep 24
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HW2, Tuesday, Class Photo, Thursday
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| 4
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Oct 1
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HW3, Tuesday, Thursday
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Oct 8
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HW4, Tuesday, Thursday
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| 6
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Oct 15
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Tuesday, Thursday
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| 7
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Oct 22
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HW5, Tuesday, Term Test was on Thursday. HW5 Solutions
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| 8
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Oct 29
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Why LinAlg?, HW6, Tuesday, Thursday, Nov 4 is the last day to drop this class
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Nov 5
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Tuesday, Thursday
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| 10
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Nov 12
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Monday-Tuesday is UofT November break, HW7, Thursday
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Nov 19
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HW8, Tuesday,Thursday
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Nov 26
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HW9, Tuesday , Thursday
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Dec 3
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Tuesday UofT Fall Semester ends Wednesday
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| F
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Dec 10
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The Final Exam (time, place, style, office hours times)
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| Register of Good Deeds
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Add your name / see who's in!
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Riddle
Find A and B such that AB - BA = I
Theorems
1. Given U with basis 
, V with basis 
, W with basis 
![{\displaystyle [T\circ S]_{\alpha }^{\beta }=[T]_{\beta }^{\gamma }\times [S]_{\alpha }^{\beta }}](https://wikimedia.org/api/rest_v1/media/math/render/svg/d5bf315fa44ef77e5e6ddb0e851aa0848632b0d6)
2. For A 
and B 
and C 
,
(AB)C = A(BC)
Lecture notes scanned by Zetalda
