Matrices and vectors (calculations using matrices, determinants, invertible matrices; systems of linear equations, Cramer’s rule, Gaussian elimination; vectors in plane and space, scalar, vector and triple product; lines and planes in space). Linear transformations (presentation of linear transformations with a matrix, eigenvalues, eigenvectors). Tensors (definition, examples, operations between tensors, use). Curves and surfaces (curves in plane and space, polar coordinates, parameterization, surfaces).
It looks like you're using an old version of your browser. For the best experience, please update your browser or use alternative options as Mozilla Firefox and Google Chrome.