This laboratory course is designed to develop abilities needed to develop, accurately locate, and interpret dimensions on and read engineering drawings.
This course provides the students with the core concepts of chemistry that are important in the practice of Engineering profession. It also focuses on the general application of chemical principles to the analysis of engineering problems demonstrating how chemistry can contribute to solving global challenges like generating clean energy (SDG7). Also, a fundamental laboratory course designed to relate and apply the principles and theories on Chemistry to engineering practices. It is a combination of experimental and calculation laboratory.
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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 changes, related rates, tangents and normals, and approximations, partial differentiation and transcendental curve tracing. In alignment with the SDGs, the course emphasizes the role of differential calculus in modeling and solving problems related to sustainable infrastructure, resource efficiency, environmental assessment, and energy systems. Through contextualized examples and applications, students gain appreciation of how mathematical tools support evidence-based decision-making and quantitative analysis essential to achieving SDG 4 (Quality Education), SDG 9 (Industry, Innovation, and Infrastructure), and SDG 11 (Sustainable Cities and Communities). |