| Code | Course Name | L–T-P | Credits |
| MA1310H | Single Variable Calculus | 3-1-0 | 4 |
| MA1510H | Multi Variable Calculus | 3-1-0 | 4 |
| CH1AAAH | Basic Inorganic Chemistry | 3-0-0 | 3 |
| CH1BBBH | Basic Organic Chemistry | 3-0-0 | 3 |
| CH1CCC | Chemistry Lab | 0-0-3 | 3 |
| CS1AAA | Introduction to Computing | 3-0-0 | 6 |
| CS1BBB | Computing Lab | 0-0-3 | 3 |
| ME1AAA | Engineering Mechanics | 2-1-0 | 6 |
| PH1BBBH | Introductory Classical Mechanics | 2-1-0 | 3 |
| PH1AAAH | Modern Physics | 2-1-0 | 3 |
| Code | Course Name | L–T-P | Credits |
| CH2AAAH | Basic Physical Chemistry | 3-0-0 | 3 |
| DA2AAAH | Fundamentals of Data Science | 3-0-0 | 3 |
| EE2AAAH | Electric Circuits | 3-0-0 | 3 |
| EE2BBBH | Digital and Analog Electronics | 3-0-0 | 3 |
| EE2CCC | Basic Electronics Lab | 0-0-3 | 3 |
| MA1410H | Linear Algebra | 3-1-0 | 4 |
| MA1610H | Complex Analysis | 3-1-0 | 4 |
| MA1251 | Probability and Random Processes | 3-1-0 | 8 |
| PH2AAAH | Introductory Electromagnetics | 2-1-0 | 3 |
| PH2BBBH | Introductory Quantum Mechanics | 2-1-0 | 3 |
| PH2CCC | Physics Lab | 0-0-3 | 3 |
Convergence of sequences and series of real numbers; Limits, Continuity of functions; Differentiability, Rolle's theorem, mean value theorem, Taylor's theorem; Power series; Riemann integration, fundamental theorem of calculus, improper integrals; Application to length, area, volume, and surface area of revolution.
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Vector functions of one variable - continuity and differentiability; Scalar valued functions of several variables, continuity, partial derivatives, directional derivatives, gradient, differentiability, chain rule; Tangent planes and normals, maxima and minima, Lagrange multiplier method; Repeated and multiple integrals with applications to volume, surface area; Change of variables; Vector fields, line and surface integrals; Green’s, Gauss and Stokes theorems and their applications.
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