♦ PROGRAM  OUTCOMES

• Graduates of a Bachelor Degree will have a broad and coherent body of knowledge in their disciplines, with a deep understanding of the underlying principles and concepts in one or more discipline has a basis for independent Lifelong learning.
• At the end of an undergraduate Programme Student will be able to Formulate and develop mathematical arguments in a logical manner.
• Also when there is a need for information, the student will be able to identify, locate, evaluate, and effectively use that information for handling issues or solving problems at hand.                                                                                                                                        
• Acquire good knowledge and understanding in advanced areas of mathematics and its applications.
• Will be able to apply critical thinking skills to solve problems that can be modelled mathematically, to critically interpret numerical and graphical data.
• To read and construct mathematical arguments and proofs, to use computer technology appropriately to solve problems and to promote understanding.
•  To apply mathematical knowledge to a career related to mathematical sciences thus cultivating a proper attitude for higher learning in mathematics .