
B.Sc. (Hons.) in Mathematics at Triveni Satyabhama College Overview
Triveni Satyabhama College offers numerous specialisations under its B.Sc. programme including B.Sc. (Hons.) in Mathematics. This course runs for 3 years. A total of 188 students can get into this course. In order to get admission to Triveni Satyabhama College B.Sc. (Hons.) in Mathematics course, students must have a valid score in BSEB 12th. Interested students can also check out other courses of Triveni Satyabhama College B.Sc. Also, check out the below page to know more about B.Sc. (Hons.) in Mathematics offered at Triveni Satyabhama College:
Duration | 3 years |
Course Level | UG Degree |
Mode of Course | Full Time |
Official Website | Go to Website |
Seat breakup | 188 |
B.Sc. (Hons.) in Mathematics at Triveni Satyabhama College Frequently Asked Questions
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B.Sc. (Hons.) in Mathematics at Triveni Satyabhama College Entry Requirements
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Students pursuing an BSc in Mathematics have access to a variety of career options. You can choose to pursue further education after finishing the course. You can also look for jobs in various sectors. The following are some of the most common industries in which BSc Mathematics graduates can find employment:
- Banking, Finance, and Insurance (BFSI)
- Aerospace companies
- Pharmaceutical companies
- Market research firms
- Research and Development Firms
- Economic Research Firms
- Engineering Firms
- Social Research Institutes

Many students choose to pursue jobs in Mathematics courses and apply for higher education overseas in order to gain an increased understanding of Mathematics. Because it is shared, most mathematicians pursue a PhD in Mathematics. Because Mathematics courses are interdisciplinary fields, students specialize in areas such as Data Analytics, Finance, Computer Science, Economics, and Statistics.
If students do not want to pursue this path, they can get a master's degree in Business Administration, Accounting, or Quality Management. Mathematics is also the most in-demand in the fields of teaching and research. Because of its general nature, it can adapt to any situation. Mathematicians are in high demand in the corporate and public sectors as a result of technological innovation.
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