Programme Outcomes: Upon completion of the B.Sc. Mathematics Programme you should

1. Communicate mathematics effectively.

2. Demonstrate a computational ability in solving a wide array of mathematical problems.

3. Differentiate between valid and invalid mathematical reasoning.

4. Develop mathematical ideas from basic axioms.

5. Utilize mathematics to solve theoretical and applied mathematics problems.

6. Identify applications of mathematics in other disciplines and in society.

7. Developing the interest towards mathematics.

8. Creating the relationship of mathematics with other subjects.

9. Developing the understanding and fluency in mathematics thorough inquiry and connecting mathematical concepts.

10. Developing the knowledge of applications of derivative and integration, etc.

Programme Outcomes: Upon completion of the M.Sc. Mathematics Programme you should

1. Formulate and analyse mathematical problems precisely define the key terms and draw clear and reasonable conclusion.

2. Use mathematical technique to solve well defined problems and present their mathematical work both in oral and written format to various audiences such as students, mathematicians and non-mathematicians.

3. Read, understand and construct correct mathematical proofs and use the library and electronics databases to locate information on mathematical problems.

4. Explain the importance of mathematics and its technique to solve real life problems and provide the limitations of such techniques and the validity of the result.

5. Propose new mathematical questions and suggest possible software packages and computer programming to find solutions of these questions.

6. Continue to acquire mathematical and statistical knowledge and skills appropriate to professional activities and demonstrate the highest standards of ethical issues in mathematics.