An introductory course covering the core concepts of limit, continuity and differentiability of functions involving one or more variables. This also includes the application of differential calculations in solving problems on optimization, rates of change, related rates, tangents and normal, and approximations, partial differentiation and transcendental curve tracing.
This laboratory course is designed to develop abilities needed to develop, accurately locate, and interpret dimensions on and read engineering drawings.
Basic information technology concepts; fundamentals of algorithm development; high – level language and programming applications; computer solutions of engineering problems which can help foster innovation (SDG 9).