This course is centred around proofs of seemingly intuitive statements and demands logical thinking as well as intuition. Topics include vector spaces, determinants, eigenvalues and eigenvectors, diagonalization, and solutions to differential equations.
Problem Solving, Memorizing, Theoretical Knowledge.
Do the problems as they come out, and go to tutorial to see the official solutions. They are invaluable for the exam.
Get a good grasp of the theory and proofs. Having a good grasp of the logic of the proofs is very important.
Do the assignment early - even if they sound easy, they take more time than expected