Course Introduction
Engineering Mathematics for Semester I is an integrated course designed to provide a comprehensive foundation in essential mathematical concepts while equipping students with practical software skills. This course bridges theoretical understanding with applied technology, integrating topics like matrices, vectors, trigonometry, complex numbers, and limits with hands- on practice using MS Excel and GeoGebra.
Course Objectives
At the end of the course, students will be able to:

1. To develop the ability to solve systems of linear equations using determinants and practically apply these concepts by executing calculations in MS Excel.
2. To enable students to understand vector operations, specifically the product of two vectors, and effectively use the GeoGebra graphing calculator tool to visualize and compute these operations.
3. To equip students with the skills to solve physical problems using trigonometric ratios and complex numbers, while interpreting the results graphically using digital tools like GeoGebra.
4. To teach students how to evaluate the limits of single- variable functions and apply these concepts practically by extracting limit values for discretized data using MS Excel.

Course Introduction
Engineering Mathematics for Semester II is an integrated course designed to build upon foundational mathematical concepts while emphasizing practical application and digital visualization. This course covers the essential topics of straight lines, differential calculus, and integration, seamlessly blending theoretical problem-solving with the use of modern tools like MS Excel and GeoGebra. By integrating these digital platforms, students will not only learn how to calculate mathematical solutions but also how to visualize, interpret, and verify their results in real-world engineering contexts.
Course Objectives

1. To enable students to identify and analyze various linear models, and to practically interpret these mathematical visualizations using MS Excel and GeoGebra.
2. To equip students with the ability to apply the fundamental rules and basic concepts of differentiation.
3. To develop the skills to apply differentiation concepts to physical scenarios, such as the one-dimensional motion of a particle, and to verify their calculated results against visualizations generated in GeoGebra.
4. To teach students how to evaluate integrals involving basic integrands and to use GeoGebra to compare and confirm their analytical results.
5. To provide students with the ability to evaluate definite integrals for calculating physical properties like area and volume, and to practically validate these findings using the GeoGebra graphing calculator.

Today, Communication is a very important skill for the success of every millennial student. Millennials affinity to use digital media for communication, changing career and working landscapes, and greater competition in colleges and workplaces makes enhancing student communication skills beyond language a must. Rote learning a few tips or tricks the night before an interview or performance review won’t do the job if students are trying to make an impression in highly collaborative workplaces of the future. Expectations from students aspiring to be part of such future workplaces are that they have not just good verbal and non-verbal communication skills but also a good understanding of how to use modern tools for effective communication.

Scope

To enable students to communicate clearly and effectively, by improving  their verbal and non-verbal communication skills, as well as  enhancing interpersonal skills and knowledge of appropriate tools for  specific  communication strategies.

Course Objectives

The objectives of communication skills course are:

• Build better communication skills: oral and written expressions and body  language
• Enable  critical thinking
• Empower with active listening skills
• Enable  team work/collaboration