The course provides a basic understanding vector spaces, including the
study of matrices, their properties and matrix operations. It also covers the
application of matrices in systems of linear equations, determinants, and
linear transformations.
- Faculty: Dulce Catindoy
- Faculty: Mark Jerome N. Dela Peña
- Faculty: Dulce Catindoy
- Faculty: Alyssa Trota
- Faculty: Victor Barraza
- Faculty: Mark Jerome N. Dela Peña
- Faculty: Edwin Tante
- Faculty: Dulce Catindoy
- Faculty: Alyssa Trota
The course is an
enrichment of the course on Euclidean Geometry. It discusses the properties and
applications of other types of geometries such as finite geometry,
non-Euclidean geometry and projective geometry.
- Faculty: Ledeza Babiano
- Faculty: Mark Jerome N. Dela Peña
- Faculty: Edwin Tante
- Faculty: Alyssa Trota
The course aims to further develop the students’ understanding of differential and integral calculus. It covers the review on differentiation, methods and techniques of integration, indeterminate forms, and improper integrals of algebraic and transcendental functions. Applications of these concepts are also emphasized.
- Faculty: Ledeza Babiano
- Faculty: Victor Barraza
- Faculty: Mark Jerome N. Dela Peña
The course deals with non-parametric
statistics. It covers the topics on test of association such as Spearman Rho,
Phi coefficient, Contingency coefficient, and point biserial coefficient; and
test differences such as Mann-Whitney U, Wilcoxon.
- Faculty: Ledeza Babiano
- Faculty: Dulce Catindoy
- Faculty: Lilibeth Miralles
- Faculty: Edwin Tante