Program Outcomes for all programmes offered by the College
Bachelor of Arts (B.A.)
The students acquire knowledge in the field of social sciences, literature and humanities which make them sensitive and sensible enough. The B.A. graduates will be acquainted with the social, economic, historical, geographical, political, ideological and philosophical tradition and thinking. The program also empowers the graduates to appear for various competitive examinations or choose the post graduate programme of their choice. The Under Graduate Programmes will prepare the students for both, academia and employability. Each programme vividly elaborates its nature and promises the outcomes that are to be accomplished by studying the courses. The programmes also state the attributes that it offers to inculcate at the graduation level. The graduate attributes encompass values related to wellbeing, emotional stability, critical thinking, social justice and also skills for employability. In short, each programme prepares students for sustainability and life-long learning.
Bachelor of Commerce (B.Com.)
Nature and Extent of the Programme in B.Com. Commerce as a subject involves the study of activities related to trade, business, exchange and allied areas like laws, governance and accounting in order to run business enterprises smoothly. The key areas of study within the discipline of commerce comprise: accounting, finance, human resource management, marketing, economics, use of IT etc. The depth of the courses would vary in accordance with the nature of topic in relation to their respective relevance and industry demand in the current scenario. Also, in order to enhance the options of employability, experiential and practical approach will be followed in respect of topics which demand hands-on exposure. Focus would be on helping the students simulate themselves in the actual working situations like analysing annual reports and balance sheets, working on live software etc.
Bachelor of Science (B.Sc.)
Bachelor of Science (B.Sc. Non-Medical) offers theoretical as well as practical knowledge about different subject areas. These subject areas include Physics, Chemistry and Mathematics. This course is most beneficial for students who have a strong interest and background in Science and Mathematics. The course is also beneficial for students who wish to pursue multi and inter-disciplinary science careers in future. This course forms the basis of science and comprises of the subjects like physics, chemistry and mathematics. It helps to develop scientific temper and thus can prove to be more beneficial for the society as the scientific developments can make a nation or society to grow at a rapid pace. After the completion of this course students have the option to go for higher studies i.e. M. Sc and then do some research for the welfare of mankind. After higher studies students can join as scientist and can even look for professional job oriented courses. Science graduates can go to serve in industries or may opt for establishing their own industrial unit.
Master of Arts (M.A. – Economics)
The study of Economics is to acquire theoretical and practical knowledge about economics, economy, economic policies, economic institutions. To inculcate ability in students for critical thinking about economic problems and policies. After higher studies a student can make career in teaching, industry, government organizations and self-entrepreneurship. Students will develop an understanding of discrimination from economic and other perspectives, get a good handle on theoretical and empirical tools to study related research questions, and an appreciation of economic policy alternatives.
Master of Commerce (M.Com.)
The M.Com course provides an extreme and rigorous base for teaching, research and allied business administration. It serves the needs of academics and prepares students for research and teaching. The course is well received in the industry and for years they have been serving the needs of managerial cadre in business and industry. The Course offers research in diverse areas of Commerce discipline and has large base of research contribution. Teaching pedagogy is adopted to ensure all round learning for the students. M.Com Course attempt to kindle their sense of —responsibility, honesty, conscience, justice — and above all commitment to human values. The students form the core of our existence as an institution and are geared up to be passionate about their dreams and make their family and society proud of their achievements. This Course aims to upgrade the standards of teaching and research and deliver an education system that is a source of national pride and public confidence.
M.Sc. MATHEMATICS
The scope of Mathematics is very broad and it has wide range of applications in naturals sciences. M. Sc. course in Mathematics familiarize students with some properties of groups and fields, topics of Reimann-Stieltjes integral, sequence and series of functions, power series, function of several variables and with the basic concepts of measurability of sets, basic concepts of moment of inertia; representation of the equations of motion for mechanical system using the Lagrangian and Hamiltonian formulation of classical mechanics, To acquaint the students with existence and uniqueness of solutions of IVP, continuation of solutions, differential inequalities and with Sturm-Liouville boundary value problems. To familiarize with the analytic and meromorphic functions and their applications.
The students get acquainted with some properties of rings and modules. topics of measurable functions, Lebesgue integral, Differentiation of monotonic functions, the basics of Fourier Transforms and its applications Curvilinear Co-ordinates, probability distributions, multiple correlation and sampling distributions, linear systems, adjoint systems, non-linear systems and with some motivating problems of calculus of variation, the concepts of analytic continuation, properties of entire functions and conformal mapping, basics of a topological space, compactness, connectedness, separation axioms and product spaces, linear and non-linear partial differential equations in R and various methods to obtain the solution of partial differential equations, basics of Cartesian Tensor, theory of elasticity including strain/displacement relations, equilibrium and constitutive equations, Hooke‘s law to develop stress-strain relationships for different types of materials, basic properties of materials to solve problems related to isotropic elasticity, the flow properties of ideal fluid. To study some important results of discrete mathematics with their applications. To familiarize the students with the topics of Normed linear spaces, Conjugate spaces, Equivalent norms and Inner product spaces. To apply the concepts and techniques of differential geometry of curves and surfaces; understand the curvature and torsion of a space curve and how to analyze and solve problems, First and Second fundamental forms of a surface; compute the mean and Gauss curvature of a surface; find geodesics on a given surface and its torsion, the concepts of integral equations and various methods for the solutions of different type of integral equations, the flow properties of real fluids and their applications in science and technology. To familiarize the students with the basics of computer and programming concepts of scientific language Fortran 90/95 and working of the MATLAB software.