B.Sc Maths Syllabus is structured to emphasize the development of mathematical skills in algebra, calculus, and data analysis. The BSc Maths syllabus semester-wise course combines a thorough understanding of geometry, trigonometry, calculus, and other theories. It also delves into similar fields such as computer science and statistics. The B.Sc Mathematics course covers subjects such as algebra, integral calculus & trigonometry, advanced calculus, vector analysis & geometry, mathematical methods.
BSc Mathematics syllabus consists of a systematic and multidisciplinary curriculum that involves theoretical study over six semesters and three years. The following is a tabulated breakdown of the general b.sc syllabus Maths by semester:
Semester Ⅰ |
Semester Ⅱ |
Elementary Algebra & Trigonometry |
Group Theory |
Differential Calculus |
Integral Calculus |
Geometry & Vector Analysis |
Analytical Geometry |
Semester Ⅲ |
Semester Ⅳ |
Advanced Algebra |
Vector Spaces & Matrices |
Differential Equations |
Real Analysis |
Mechanics |
Mathematical Methods |
Semester Ⅴ |
Semester Ⅵ |
Linear Algebra |
Numerical Methods |
Complex Analysis |
Mathematical Statistics |
Functions of Several Variables & Partial Differential Equations |
Operations Research |
Subjects in B.Sc Maths involve a study of geometry, trigonometry, calculus, and other theories. B.Sc Mathematics subjects consist of algebra, integral calculus & trigonometry, advanced calculus, vector analysis & geometry, mathematical methods. The following is a list of the topics covered in the B.Sc Maths Subjects list:
Core Subjects:
Elective Subjects:
B.Sc in Mathematics is a three-year undergraduate program divided into six semesters that provide in-depth knowledge of mathematical skills in algebra, calculus, and data analysis. The B.Sc. Mathematics course combines a thorough understanding of geometry, trigonometry, calculus, and other theories and enriches knowledge through problem-solving, hands-on exercises, study visits, and projects, among other activities. The course structure is:
B.Sc Mathematics can be taught in many different ways, lecture, inductive, deductive, heuristic or discovery, analytic, synthetic, problem solving, and project approaches are all used to teach mathematics. According to the syllabus's particular unit, available resources, and the number of students in a class, teachers can use any form. Some techniques are given below:
Mathematics is a subject that deals with numbers, shapes, logic, quantity, and arrangements. Mathematics teaches to solve problems based on numerical calculations and find the solutions.
Popular B.Sc Mathematics projects are:
For students pursuing a B.Sc in Mathematics, experts have put together a list of the best reference books. Mathematics students at top universities worldwide and students at various institutions and schools use these books.
The following is a list of the most recommended books for a B.Sc Mathematics course, as shown in the table below:
Books |
Author |
Basic Abstract Algebra |
Bhattacharya |
Calculus and Analytic Geometry |
GB Thomas and RL Jinney |
Functional Analysis and Applications |
S. Kesavan |
Contemporary Abstract Algebra |
Joseph A. Gallian |
Calculus |
Single and Multivariable by Hughes and Hallet |