Department of Mathematics
Course Outcomes, Program Outcomes and Program Specific Outcomes
Course Offered: 2014 Onwards
BSc Mathematics
Sem 
Course code & Course Title 
Course Outcome 
I 
MM 1141 Methods of Mathematics 

II 
MM 1221 Foundations of Mathematics 

III 
MM 1341 Algebra and CalculusI 

IV 
MM 1441 Algebra and CalculusII 

V 
MM 1541 Real AnalysisI 
MM 1541 Real AnalysisI
MM 1542 Complex Analysis I
MM1543: Differential equations and their applications.
MM1544 : Vector Analysis
MM 1545 Abstract Algebra I
MM 1551.2 Open Course (Business Mathematics)

VI 
MM 1641 Real AnalysisII 
MM 1641 Real AnalysisII
MM 1642 Linear Algebra
MM 1643 Complex Analysis II
MM 1644 Abstract Algebra II
MM 1645 Computer Programming (Pract.)
MM 1661.1 Elective Course (Graph Theory)

Complementary in Mathematics
BSc Physics
Sem 
Course code & Course Title 
Course Outcome 
I 
MM 1131.1 Differentiation and 

II 
MM 1231.1 Integration and 

III 
MM 1331.1 Theory of Eqs., Differential Eqs., and Theory of Matrices 

IV 
MM 1431.1 Complex Analysis, Fourier Series and Transforms 

Complementary in Mathematics
BSc Chemistry
Sem 
Course code & Course Title 
Course Outcome 
I 
MM1131.2 Differentiation and matrices 

II 
MM1231.2 Integration, Differential equations and Analytic geometry 

III 
MM1331.2 Theory of equations and vector analysis 

IV 
MM1431.2 Abstract Algebra, linear transformations and coordinate systems 

Complementary in Mathematics
BSc Geology
Sem  Course code & Course Title 
Course Outcome 
I 
MM 1131.3 Differentiation and 

II 
MM 1231.3 Integration, Differential Eqs. and Matrices 

III 
MM 1331.3 Analytic Geometry, Complex Nos. and Abstract Algebra 

IV 
MM 1431.3 Vector Analysis and 

PROGRAMME OUTCOME
 Mathematics is a powerful tool with many applications, so in this programme students could acquire basic and deep knowledge in various branches of Mathematics.
 The resources gives sensible thinking, problem solving capabilities and thecapability to think in subjective ways.
 Provides an effective communication skill.
 Provides knowledge in python and latex thoroughly.
PROGRAMME SPECIFIC OUTCOME
 The degree programme will provide both mathematical knowledge and communication skills.
 Applied Mathematics can lead to many career opportunities.
 Mathematics is a building block for everything in our dailylives including mobile devices, architecture,money,in sports etc.
Course Offered: 2018 Onwards
BSc Mathematics
Sem 
Course code & Course Title 
Course Outcome 
I 
MM 1141 Methods of Mathematics 

II 
MM 1221 Foundations of Mathematics 

III 
MM 1341 Elementary Number Theory and Calculus  I 

IV 
MM 1441 Elementary Number Theory and Calculus II 

V 
MM 1541 Real AnalysisI 
MM 1541 Real AnalysisI
MM 1542 Complex Analysis I
MM1543:Abstract Algebra  Group Theory
MM1544: Differential equations
MM1545 : Mathematics Software LATEX &SageMath
MM 1551.2 Open Course (Business Mathematics)

VI 
MM 1641 Real AnalysisII MM 1645 Integral Transforms 
MM 1641 Real AnalysisII
MM 1642 Complex Analysis II
MM 1643 Abstract Algebra –Ring Theory
MM 1644 Linear Algebra
MM 1645 Integral Transforms
MM 1661.1 Elective Course (Graph Theory)

Complementary in Mathematics
BSc Physics
Sem 
Course code & Course Title 
Course Outcome 
I 
MM 1131.1 Calculus with applications in Physics I 

II 
MM 1231.1 Calculus with applications in Physics II 

III 
MM 1331.1 Calculus and Linear Algebra 

IV 
MM 1431.1 Complex Analysis, Special Functions and Probability Theory 

Complementary in Mathematics
BSc Chemistry
Sem 
Course code & Course Title 
Course Outcome 
I 
MM1131.2 Calculus with applications in Chemistry I 

II 
MM1231.2 Calculus with applications in Chemistry II 

III 
MM1331.2 Linear Algebra, Probablity Theory & Numerical Methods 

IV 
MM1431.2 Differential Equations, Vector Calculus and Abstract Algebra 

Complementary in Mathematics
BSc Geology
Sem 
Course code & Course Title 
Course Outcome 
I 
MM 1131.3 Algebra, Geometry and Trigonometry 

II 
MM 1231.3 Calculus and Linear Algebra 

III 
MM 1331.3 Complex Numbers, Algebra and Calculus 

IV 
MM 1431.3 Basic Statisticsand Differential Equations 

PROGRAMME OUTCOME
 Mathematics is a powerful tool with many applications, so in this programme students could acquire basic and deep knowledge in various branches of Mathematics.
 The resources gives sensible thinking, problem solving capabilities and the capability to think in subjective ways.
 Provides an effective communication skill.
 Provides knowledge in SageMath and latex thoroughly.