B.SC. Maths in Distance Education,Highlights, Entrance Exam, admission, Eligibility, Duration, Selection Criteria, How to Apply, Application Form, Application Process, fee, Syllabus,Salary and Jobs,career opportunities
B.Sc. Maths in Distance Education is a three-year undergraduate course that provides students with a comprehensive understanding of mathematical principles and applications. The program is designed to equip students with problem-solving and analytical skills required for various careers.
B.SC. Maths in Distance Education Eligibility:
The eligibility criteria for B.Sc. Maths in Distance Education are as follows:
Candidates should have completed 10+2 or an equivalent examination from a recognized board.
Candidates should have studied mathematics as a subject in their 10+2 or equivalent examination.
B.SC. Maths in Distance Education Highlights:
B.SC. Maths in Distance Education Duration:
Three years
B.SC. Maths in Distance Education Eligibility:
10+2 or equivalent examination with mathematics
B.SC. Maths in Distance Education Selection Criteria:
Merit-based or entrance exam-based
B.SC. Maths in Distance Education Entrance Exam:
Some universities conduct entrance exams, while others offer admission based on merit.
B.SC. Maths in Distance Education Fee:
The fee structure varies from university to university, but it is generally affordable.
B.SC. Maths in Distance Education Syllabus:
The syllabus covers topics such as calculus, algebra, geometry, statistics, and probability theory.
B.SC. Maths in Distance Education Career opportunities:
Graduates can work as data analysts, statisticians, mathematicians, teachers, and researchers, among other roles.
B.SC. Maths in Distance Education Entrance Exam:
Some universities conduct entrance exams for admission to B.Sc. Maths in Distance Education. The exam format and syllabus vary depending on the university. The entrance exam typically tests candidates' mathematical aptitude and analytical skills.
B.SC. Maths in Distance Education Admission Process:
The admission process for B.Sc. Maths in Distance Education varies from university to university. Some universities offer admission based on merit, while others conduct entrance exams. Candidates can apply for admission online by filling out the application form and submitting it along with the required documents. The selection process generally involves merit-based admission or entrance exam-based admission.
B.SC. Maths in Distance Education Selection Criteria:
The selection criteria for B.Sc. Maths in Distance Education can be merit-based or entrance exam-based. Some universities consider candidates' performance in their 10+2 or equivalent examination, while others conduct entrance exams to select candidates for admission.
B.SC. Maths in Distance Education Application Process:
Candidates can apply for admission to B.Sc. Maths in Distance Education online by visiting the university's website and filling out the application form. The application form typically requires candidates to provide their personal details, educational qualifications, and other relevant information. Candidates must submit the application form along with the required documents and pay the application fee to complete the application process.
B.SC. Maths in Distance Education Fee:
The fee structure for B.Sc. Maths in Distance Education varies from university to university. However, the fees are generally affordable and lower than those of regular courses.
B.SC. Maths in Distance Education Syllabus:
The syllabus for B.Sc. Maths in Distance Education includes the following subjects:
Calculus
Algebra
Geometry
Trigonometry
Statistics
Probability theory
Differential equations
Linear algebra
Number theory
B.SC. Maths in Distance Education Salary and Jobs:
Graduates with a B.Sc. Maths in Distance Education degree can work in various fields, including data analysis, finance, teaching, research, and more. The average salary for graduates with a B.Sc. Maths in Distance Education degree varies depending on the job role and the industry they work in. Generally, the starting salary for B.Sc. Maths graduates is around 2-4 LPA, which can increase with experience and expertise.
B.SC. Maths in Distance Education Career Opportunities:
There are various career opportunities available for B.Sc. Maths graduates. Some of the popular career options are:
Data Analyst
Statistician
Mathematician
Teacher
Researcher
Financial Analyst
Actuary
Cryptographer
Risk Analyst
Economist
In conclusion, pursuing a B.Sc. Maths in Distance Education degree can open up various career opportunities for candidates. The program provides students with a strong foundation in mathematical principles and analytical skills, which are essential for success in various fields.
B.SC. MATHS IN DISTANCE EDUCATION is an undergrad Mathematics course. Science is the investigation of amount, structure, space, and change. Mathematicians search out examples and detail new guesses. B.Sc. in Mathematics is commonly three scholarly year course and it might be given on low maintenance premise by specific establishments. The degree course is significant and vocation situating in nature. It is being given by numerous schools/colleges in the nation. In the wake of finishing the course up-and-comers have a great deal of occupation scopes in different territories.
Qualification
Employment Types
NOTE:- Every college issues a list of documents required. Make sure you have all documents on this list when you apply. Remember to take attested photocopies of all the above. Don't forget to take with you the amount to pay for fees in cash or demand draft.
Given below are few of the important highlights of the program.
Program Full Name | BACHELOR OF SCIENCE MATHS IN DISTANCE EDUCATION |
Program Level | Degree |
Duration of the Program | 3 Years |
Examination Type | Year |
Eligibility | 10+2 |
Admission Process | Entrance Exam and Merit Based |
Average Program Fee | Upto Rs. 1 Lakh |
Syllabus of Distance Education as prescribed by various Universities and Colleges.
Paper Code | Subjects of Study |
1 | Calculus |
2 | Differential calculus |
3 | Geometrical application of differential calculus |
4 | Asymptotes |
5 | Integral Calculus |
6 | Multiple Integrals |
7 | Probability & Statistics |
8 | Probability and theoretical distributions |
9 | Transformation of random variable |
10 | Testing of hypothesis |
11 | Correlation and regression |
12 | Statistical quality control |
13 | Analytical Solid Geometry |
14 | Analytical geometry of two dimensions |
15 | Analytical geometry of three dimensions |
16 | Central coincides |
17 | Paraboloids |
18 | Transformation of rectangular axes |
19 | Differential Equations |
20 | Solving ordinary differential calculus |
21 | Differential equations with constant coefficients |
22 | Formation and solving PDE |
23 | Homogenous linear differential equations |
24 | Laplace transforms |
25 | Real Analysis |
26 | Sets and Functions |
27 | Real-valued functions |
28 | Equivalence, Countability |
29 | Real Numbers |
30 | Least upper bounds |
31 | Abstract Algebra |
32 | Preliminaries |
33 | Group and commutative group |
34 | Definition of subgroup and examples |
35 | Definition of cyclic group |
36 | Permutation |
37 | Mechanics |
38 | Friction |
39 | Common catenary |
40 | Impact |
41 | Virtual work |
42 | Moment of force |
43 | Linear Algebra |
44 | Vector spaces |
45 | Inner product spaces |
46 | Linear transformations |
47 | Eigen values and Eigen vectors |
48 | Discrete Mathematics |
49 | Relations |
50 | Division algorithm |
51 | Logic |
52 | Graph theory |
53 | Linear Programming & Its Applications |
54 | Unear programming problem |
55 | Problem formulation |
56 | Types of solutions |
57 | Linear programming in matrix notation |
58 | Complex Analysis |
59 | Analytical function |
60 | Transformation |
61 | Contour integral |
62 | Taylor and Laurent theorem |
63 | Evaluation of Integral |
64 | Numerical Analysis |
65 | Direct and iterative method |
66 | Numerical differentiation and integration |
67 | Polynomial approximation |
68 | Numerical solution of ordinary differential equations |
69 | Numerical solution of partial differential methods |
Mentioned below are some states in India that offer the program.