Linear Algebra · Mathematics
Everything linear algebra should cover from linear systems to determinants, to linear spaces, transformations, inner products, eigenvalues and eigenvectors, as well as proofs when it comes to showing just about all the ins and outs.
I learned about RREF, how to solve systems, the gram-schmidt process, eigenvalues and eigenspaces
Covers all aspects of linear algebra from matrix denormilization and eigenvalues etc.
Ch 1-7 Linear Algebra with Applications 5th Edition Otto Bretsch
covers matrices, vector spaces, linear transformations, eigenvalues and eigenvectors, canonical forms, and applications. This course provides and introduction to writing mathematical proofs.
A lot about Matrices and Linear Algebra.
Linear Algebra stuff - matrices, transformations, vector spaces
I learned about vectors, matrices, properties of each, spaces, etc.
How to solve systems of equations, how to understand matrix operations in the context of systems of equations.
Her exams are each 15 marks and there are three throughout the semester, not including the final. They are worth 15% of your grade each and she DOES NOT CURVE. Every point you miss will result in a 1% deduction from your final grade. Classworks and homeworks are given every lecture and are 15% of the grade total. The rest of the grade is made up by her team tests (you record yourself taking a test and she sets up a lot of rules to prevent cheating), the group project, and the final.