Admission Test Syllabus
- Linear Algebra: Matrix Algebra, different types of matrix, elementary row operations, inverse matrix, rank, system of linear equations, Eigenvalues and eigenvectors, Cayley- Hamilton Theorem.
- Differential Calculus: Function, domain range, limit of a function, continuity, techniques of differentiation and application.
- Integral Calculus: Techniques of integration, properties of definite integral, application.
- Vector: Basic concept of vector, scalar and vector product, gradient, divergence and curl of a vector.
- Analytical Geometry: Change of axes, General equation of second degree, Standard forms.
- Linear Programming problem (LPP): Formation of LPP and solution using graphical method.
- Differential Equations (DE): Formation of DEs, Solutions of linear ODEs, Solutions of higher order ODEs.
- Basics of Real and Complex Analysis.