COURSE DESCRIPTION
Vector spaces, systems of linear equations, bases, linear independence, matrices, determinants, eigenvalues, inner products, quadratic forms, and canonical forms of matrices. More emphasis on theory and proofs than in 18.06.
Prerequisites: Calculus II (GIR)
Textbook: Sheldon Axler, Linear algebra done right
RECENT UPDATE
The Fall 2010 guest lecture of Keith Winstein on applications of linear algebra: Part 1, Part 2, and Part 3.
Muddy card responses for Lecture 24
Single Jeopardy! and Double (and Final) Jeopardy!
Final review problems (one of which will appear on the final)
Last year's final and solutions
Muddy card responses for Lecture 22 and Muddy card responses for Lecture 23. These were really good questions guys -- please make sure to read the answers!!
Lecture 24 slides have been posted. See the schedule link for other formats.
Lecture 23 slides have been posted. See the schedule link for other formats.
Problem Set 11 has been posted. It is due Friday, Dec 9, and is obviously the last problem set! (All homework must be due by Friday, Dec 9, for all classes, so I cannot extend the deadline.)
Midterm 2 and Midterm 2 solutions.
Muddy card responses for Lecture 20, the guest lecture have been posted: please read them (there are many clarifications)!
Muddy card responses for Lecture 19 and Lecture 16 have been posted: please read them!
NOTE: All past muddy responses are always available on the schedule page (see the link at the top of the page). Be sure to read them !!
Solutions to Midterm 1 have been posted.
