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).
Geotechnology and the Environment (UN)
Matematika II (UN-GO-BO)1L-prenovljen program 2014/15