### BACHELOR OF SCIENCE [B.Sc]

##### Photo Gallery   Click For More... ##### COURSE SYLLABUS

The course syllabus pursued in the curriculum of the Bachelor of Science [B.Sc] (Mathematics) course is tabulated below. While minor deviations in the course syllabus may be observed in certain colleges and institutes across the nation, the core of the syllabus structure is maintained in most colleges throughout the country.

S. NO CALCULUS GEOMETRY ABSTRACT ALGEBRA DIFFERENTIAL EQUATIONS VECTOR ALGEBRA
1 Limits and Continuity Angles The Integers Homogeneous linear ordinary
differential equation
Vector spaces
2 Differentiation Circles Groups Non-homogeneous linear
ordinary differential equations
Elementary Properties
in Vector Spaces.
3 Applications of
Derivatives
Coordinate
Geometry
Advanced Group Theory Fourier series The Rank-Nullity-
Dimension Theorem
4 Integration Perimeter Rings, Integral Domains,
and Fields
Fourier Transforms The basis for a
vector space
5 The Definite Integral Special Right
Triangles
More on Rings partial differential equation The dimension of
a vector space
6 Concavity Pythagorean
Theorem
Real and Complex
Numbers
one dimensional wave equation .Dimensions of Sums
of Subspaces
7 ... ... ... ... ...
8 ... ... ... ... ...
9 ... ... ... ... ...
10 ... ... ... ... ...

The subjects included in the curriculum of the B.Sc Maths course are enlisted below. While minor variations in the subject composition may be observed in the curricula of certain colleges, the subject composition as such is maintained throughout most colleges in the nation.

• Algebra
• Differential Calculus & Vector Calculus
• Integral Calculus & Trigonometry
• Vector Analysis & Geometry
• Mathematical Methods
• Differential Equations
• Mathematical Analysis
• Abstract Algebra
• Numerical Analysis
• Differential Geometry
COURSES TOPICS COVERED
Calculus Hyperbolic functions, Leibniz rule and its applications to problems of type eax+bsinx, eax+bcosx, (ax+b)n sin x, (ax+b)n cos x, Reduction formulae, rotation of axes and second-degree equations, etc.
Algebra Polar representation of complex numbers, nth roots of unity, De Moivre's theorem for rational indices and its applications, Equivalence relations, Functions, Composition of functions, Systems of linear equations, Introduction to linear transformations, the matrix of a linear transformation, etc.
... ........
... ........
... ........
... ........
... ........
... ........
... ........
... ........
... ........

Coming Soon..

### Why Choose Us...

##### PROFESSIONAL FACULTY

All trainers of our Classroom courses are working Analytics professionals. INFOMATHS has a pool of very competent full-time faculty.

##### VIDEO SOLUTIONS

All the questions in the Modules are solved by Faculty and Videos are made available to the Student. Highly researched study material to crack to universities.

##### GUEST LECTURES

Guest Lecture sessions cover topics from how to build a successful career. The Study Material used in thoroughly revised keeping in view the changing patterns.

##### HI-TECH INFRA

INFRASTRUCTURE IS well-equipped high tech means of study gadgets and machines to make study sessions go interesting and fully advanced in technology.

### Video Lectures

Our Aim is to be the most preffered institute in India and to create an education platform for the students to help them to prepare for various entrance exams.

### BSc. Entrance @CoursEdu

Test prep at your fingertips. Learn anytime, anywhere

• Videos : Classroom & Strategy
• Tests : Booking & Analysis
• Results : Test Results
• Workshops : Book E-Lectures/Workshops
• Use Code "Cedu"

Videos : Classroom & Strategy