Malabar
Christian College

Malabar Christian College Academics

B.Sc Mathematics

Mathematics is a science; it is an art; it is a precise and concise language, and it is a great problem-solving tool. Thus mathematics is the SALT of life. To learn a language, such as English or Russian, first you have to learn its alphabet, grammar, and syntax; you also have to build up a decent vocabulary to speak, read, or write. Each takes a lot of time and practice.

BSc Mathematics is a 3 year (6 Semester) undergraduate academic degree course offered to those graduates who have successfully completed a program in Mathematics.

Courses of B.Sc. Mathematics Programme

  • Common Courses (English + Additional Language)
  • Complementary Courses (Statistics + Physics)
  • Core Courses (Mathematics)
  • Open Course (Offered by other Departments)
  • Project
  • Audit Courses (No classroom study)
  • Extra Credit Activities (No classroom study)

Credits

  • English – 22
  • Additional Language – 16
  • Statistics- Complementary I – 12
  • Physics- Complementary II – 12
  • Open Course – 3
  • Project – 2
  • Core – 53
  • Audit Course – 16 ( not counted for SGPA and CGPA)
  • Extra Credit Activity – 4 ( not counted for SGPA and CGPA)

Total – 140 credits

Common Course: English

Semester

Course

Code

Tittle of The Course

Hrs

/Wk

1

ENG1A01TRANSACTIONS-ESSENTIAL ENGLISH LANGUAGE SKILLS4
ENG1A02WAYS WITH WORDS – LITERATURES IN ENGLISH5

2

ENG2A03WRITING FOR ACADEMIC AND PROFESSIONAL SUCCESS4

ENG2A04

ZEITGEIST- READINGS ON CONTEMPORARY CULTURE5
3

ENG3A05

SIGNATURES – EXPRESSING THE SELF5
4

ENG4A06

SPECTRUM – LITERATURE AND CONTEMPORARY ISSUES5

Additional Language: German or Hindi or Malayalam

Semester

Course

Code

Tittle of The Course

Hrs

/Wk

1

FL(G)1A07(1)Communicative skills in German5
HIN 1A07(1)Prose and Drama5
MAL1A07(1)Malayala Sahithyam 15

2

FL(G)2A08(1)

Translation and Communication in German5
HIN2A08(1)Grammar and translation5
MAL2AO8(1)Malayala Sahithyam 25

3

FL(G) 3A09Literature in German5
HIN3A09Poetry in Hindi5
MAL3AO9Malayala Sahithyam 35

4

FL(G) 4A10

Culture and Civilization of Germany (in comparison with Kerala culture)5
HIN4A10Novel and short stories5
MAL4A10Malayala Sahithyam 45

Complementary Course: Statistics

Semester

Course

Code

Tittle of The CourseHrs/Wk
1STA1C01 Introductory Statistics4
2STA2C02Probability theory4
3 STA3C03Probability distributions and sampling theory5
4

STA4C04

Statistical interference and quality control5

Complementary Course: Physics

Semester

Course

Code

Tittle of The Course

Hrs

/Wk

1

PHY1C01

Complementary Course I: Properties of matter and Thermodynamics2
 Complementary Course V: PHYSICS Practical2

2

PHY2C02Complementary Course II: Optics, Laser, Electronics2
 Complementary Course V: PHYSICS Practical2

3

PHY3C03

Complementary Course III: Mechanics, Relativity, Waves and Oscillations3
 Complementary Course V: PHYSICS Practical2

4

PHY4C04

Complementary Course IV: Electricity, Magnetism and Nuclear Physics3
PHY4C05Complementary Course V: PHYSICS Practical2

Core Course: Mathematics

SemesterCourse CodeTittle of The Course

Hrs/Wk

1

MTS1B01

Basic Logic and Number Theory

4
2MTS2B02Calculus of Single variable-14
3MTS3B03Calculus of Single variable-25
4MTS4B04Linear Algebra5

5

MTS5B05Abstract Algebra5
MTS5B06Basic Analysis5
MTS5B07Numerical Analysis4
MTS5B08Linear Programming3
MTS5B09Introduction to Geometry andTheory of Equations3
 Project2
 Open Course (Offered by other departments)3

6

MTS6B10Real Analysis5
MTS6B11Complex Analysis5
MTS6B12Calculus of Multi variable5
MTS6B13Differential Equations5
MTS6B14Elective3
MTS6BP15(PR)Project Viva2

Project

Every student shall have to work on a project of 2 credits under the supervision of a faculty member. Submission of the Project Report and the presence of the student for viva are compulsory for internal evaluation. No marks shall be awarded to a candidate if she/ he fails to submit the Project Report for external evaluation. The student should get a minimum P Grade in aggregate of External and Internal. There shall be no improvement chance for the Marks obtained in the Project Report. In the extent of a student failing to obtain a minimum of Pass Grade, the project work may be re-done and a new Internal mark may be submitted by the Parent Department. The external examination may be conducted along with the subsequent batch.

Ability Enhancement courses/Audit courses(These courses are not meant for classroom study.)

These are courses which are mandatory for a programme but not counted for the calculation of SGPA or CGPA. There shall be one Audit course each in the first four semesters. The students can attain only pass (Grade P) for these courses. The students can also attain these credits through online courses like SWAYAM, MOOC etc (optional). At the end of each semester, there shall be examination conducted by the college itself from the Question Bank prepared by the University. The Question paper shall be of 100 marks of 3-hour duration. The list of passed students must be sent to the University from the colleges at least before the fifth-semester examination.

SemesterCourseCredit
1Environment Studies4
2Disaster Management4
3*Human Rights/Intellectual Property Rights/ Consumer Protection4
4*Gender Studies/Gerontology4

* Colleges can opt any one of the courses.

Extra credit Activities

Extra credits are mandatory for the programme. Extra credits will be awarded to students who participate in activities like NCC, NSS and Swatch Bharath. Those students who could not join in any of the above activities have to undergo the Calicut University Social Service Programme (CUSSP). Extra credits are not counted for SGPA or CGPA.

The learning objectives of the programme are

To enable the students

  • Think in a critical manner.
  • Know when there is a need for information, to be able to identify, locate, evaluate, and effectively use that information for the issue or problem at hand.
  • Formulate and develop mathematical arguments in a logical manner.
  • Acquire good knowledge and understanding in advanced areas of mathematics courses.
  • Understand, formulate and use quantitative models arising in social science, business and other contexts.

“Mathematics is no more difficult than any other subject. If you have the motivation, and patience to learn and do the work, then you will enjoy”

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