Introduction to differential calculus including limits, derivatives, and applications to optimization problems. Emphasizes conceptual understanding through visualization and real-world examples.

Comprehensive coverage of integration techniques, infinite series, and applications. Interactive problem sets with peer collaboration and digital tools for deeper engagement.

Matrix theory, vector spaces, eigenvalues with applications to computer graphics and data science. Hands-on computational labs using Python and MATLAB.

Rigorous treatment of sequences, continuity, and convergence. Develops mathematical maturity and proof-writing skills through guided discovery and collaborative projects.