Program Specific Outcomes

On completion of program students develop critical understanding of solving complex problems, interpreting data, along with knowledge of different theories of mathematics and their applications.

Course Specific Outcomes

• To learn various forms of equations of plane, square, cone, sphere etc.
• Develop ability to differentiate between roots and coefficient, and to solve Euclidean Algorithm, etc.
• Define Vector space, Quotient space, direct sum, linear transformation, rank, nullity and null space, etc
• To learn countable and uncountable set, holder, Minkowski inequality etc.