This course is an introduction to linear algebra. It covers matrix algebra, determinants, systems of linear equations, linear independence, linear combinations, vector equations of lines and planes, dot product and orthogonality, complex numbers, eigenvalues, and eigenvectors. The concept of linear transformations, Euclidean n-spaces and bases are also introduced. Practice using a computer algebra system is also an important component of this course

Prerequisites: (Math 30-1, Pure Math 30 or equivalent) or (Math 30-2 or equivalent) or Mathematics 110
Corequisites: Academic Integrity Training 100
Further information: Course availability and times