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Mathematics

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Educational
Objectives

  • Graduates will be science innovators and researchers, who can apply their skills to overcome industry challenges.
  • Graduates will be scientific individual, actuarial science expert or analysis expert, who plays major role in growth of any organization.
  • Graduates will master the skill of simplifying the complex problem related to real life.
  • Graduates will be successful in pursuing higher studies in pure and applied science or Management.
  • Graduates will pursue career paths in teaching and research.

Scope of
Employment

  • In the field of insurance sector as a actuarial analyst.
  • In the public sector or private sector banks as financial analyst or statistical analyst.
  • In the field of teaching at various school levels and as a concept expert in various competitive exam preparation.
  • Other Organisations and companies such as TCS, MAHINDRA & MAHINDRA, MRF TYRES, LIC, INDIAN AIR-FORCE, INDIAN-NEAVY, , ETC.

Student
Outcomes

  • An ability to apply knowledge of mathematics as a basic science in solving all real life and industry problems.
  • An ability to apply mathematical skills to analyze and interpret data.
  • An ability to design mathematical model of a system which directs the process to create constraint free outcome.
  • An ability to create mathematical model of industry related problems and finding relevant solution.
  • The keen learning of Mathematical science is path to understand the impact of Industry problem’s solutions in a global, economic and eco-friendly context
  • An ability to engage in research in the field of pure or applied mathematics and to involve in life-long learning
  • An ability to apply mathematical skills in various competitive examinations for employment and higher studies.

Eligibility
Criteria

12th Std with minimum 45%

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Graduate Programs

Teaching Scheme

Semester I
Subject Code Subject Name Type Teaching Scheme (Hours) Credits Theory Marks Tutorial/ Practical Marks Total
Theory Tutorial Practical ESE(E) Mid Sem (M) Internal(I) Viva (V) Term work (TW) Marks
02MA0101 Algebra and Geometry BS 4 2 0 5 50 30 20 25 25 150
02MA0102 Calculus-1 BS 4 2 0 5 50 30 20 25 25 150
02PY0132 Physics-I BS 4 0 2 5 50 30 20 25 25 150
02CY0101 Chemistry-I BS 4 0 2 5 50 30 20 25 25 150
02SL0102/ 02sl0103 Reading & Writing for Science / Speaking & Presentation Skills HSS 0 0 2 2 30 20 25 25 100
Total 16 4 6 22 200 150 100 125 125 700
Semester II
Subject Code Subject Name Type Teaching Scheme (Hours) Credits Theory Marks Tutorial/ Practical Marks Total

Marks

Theory Tutorial  Practical ESE(E) Mid Sem (M) Internal(I) Viva (V) Term work (TW)
02MA0103 Linear Algebra and Applications BS 4 2 0 5 50 30 20 25 25 150
02MA0104 Calculus-II BS 4 2 0 5 50 30 20 25 25 150
02PY0182 Physics-II BS 4 0 2 5 50 30 20 25 25 150
02CY0151 Chemistry-II BS 4 0 2 5 50 30 20 25 25 150
02SL0152/ 02SL0153 English Through Fiction (ETF) /English Trough Movies (ETM) HSS 0 0 2 2 30 20 25 25 100
Total   16 4 6 22 200 150  100 125 125 700
Semester III
Subject Code Subject Name Type Teaching Scheme (Hours) Credits Theory Marks Tutorial/ Practical Marks Total

Marks

Theory Tutorial  Practical ESE

(E)

Mid Sem (M) Internal

(I)

Viva (V) Term work (TW)
02MA0201 Numerical Analysis BS 4 2 0 5 50 30 20 25 25 150
02MA0202 Differential Equations -I BS 4 2 0 5 50 30 20 25 25 150
02MA0203 Discrete Mathematics BS 4 2 0 5 50 30 20 25 25 150
02PY0231 Physics-3 BS 4 0 2 5 50 30 20 25 25 150
02ES0201 Environmental Studies BS 2 0 0 2 50 30 20 100
Total   18 6 2 22 200 150  100 125 125 650
Semester IV
Subject Code Subject Name Type Teaching Scheme (Hours) Credits Theory Marks Tutorial/ Practical Marks Total

Marks

Theory Tutorial  Practical ESE

(E)

Mid Sem (M) Internal

(I)

Viva (V) Term work (TW)
02MA0251 Fundamentals of Computer Programming BS 4 0 2 5 50 30 20 25 25 150
02MA0252 Differential Equations- II BS 4 2 0 5 50 30 20 25 25 150
02MA0253 Elements of Algebra and Complex Functions BS 4 2 0 5 50 30 20 25 25 150
02CY0201 Chemistry-III BS 4 0 2 5 50 30 20 25 25 150
02CR0401 Career Readiness Program HSS 0 0 2 2 25 25 50
Total   16 4 6 22 200 120  80 125 125 650
Subject Name Teaching Scheme(Hours per week) Evaluation Scheme Total Marks
Practical Assignments Term-Paper Term-end Presentation* Viva** In-Class Participation
Elective I RWS 2 Hours 20 20 20 20 20 100
Elective II SP 2 Hours 20 20 20 20 20 100
Elective III FG 2 Hours 20 20 20 20 20 100