B Sc Mathematics Latest Syllabus Notes

B Sc Mathematics Latest Syllabus Notes

B Sc Mathematics Latest Syllabus Notes :- In this post B Sc Mathematics Syllabus 2018 and mathematics Books of the Writer of B Sc. B Sc is the world top best courses . B Sc means bechaluare of science . we have publish this video of the purpose is all the student of B Sc notes provided of B Sc subject physics.. physics is the most of all world all thing and all science we have do physical we called its physics but science is called another language of physics and its we real in B Sc. so we provided the B Sc notes and physics notes all semester like as B Sc 1st year , 2nd year and 3rd year notes are provide . but all notes how can u download its very hard task but we provided in a simple way of physics how to download notes and study material. we called simple language  how can u download all notes. you can download only one click download, in a Pdf format and here you can find other language notes all semester first, second, and third semester notes .

B Sc Mathematics Latest Syllabus
B Sc Mathematics Latest Syllabus

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B.Sc. Mathematics Syllabus

Syllabus description for Year I is as follows:

Year I
Topic Description
  • Differential calculus
  • Geometrical application of differential calculus
  • Asymptotes
  • Integral Calculus
  • Multiple Integrals
Probability & Statistics
  • Probability and theoretical distributions
  • Transformation of random variable
  • Testing of hypothesis
  • Correlation and regression
  • Statistical quality control
Analytical Solid Geometry
  • Analytical geometry of two dimensions
  • Analytical geometry of three dimensions
  • Central coincides
  • Paraboloids
  • Transformation of rectangular axes
Differential Equations
  • Solving ordinary differential calculus
  • Differential equations with constant coefficients
  • Formation and solving PDE
  • Homogenous linear differential equations
  • Laplace transforms

Syllabus description for Year II is as follows:


Year II
Topic Description
Real Analysis
  • Sets and Functions
  • Real-valued functions
  • Equivalence, Countability
  • Real Numbers
  • Least upper bounds
Abstract Algebra
  • Preliminaries
  • Group and commutative group
  • Definition of subgroup and examples
  • Definition of cyclic group
  • Permutation
  • Friction
  • Common catenary
  • Impact
  • Virtual work
  • Moment of force
Linear Algebra
  • Vector spaces
  • Inner product spaces
  • Linear transformations
  • Eigen values and Eigen vectors

Syllabus description for Year III is as follows:

Year III
Topic Description
Discrete Mathematics
  • Relations
  • Division algorithm
  • Logic
  • Graph theory
Linear Programming & Its Applications
  • Unear programming problem
  • Problem formulation
  • Types of solutions
  • Linear programming in matrix notation
Complex Analysis
  • Analytical function
  • Transformation
  • Contour integral
  • Taylor and Laurent theorem
  • Evaluation of Integral
Numerical Analysis
  • Direct and iterative method
  • Numerical differentiation and integration
  • Polynomial approximation
  • Numerical solution of ordinary differential equations
  • Numerical solution of partial differential methods

Subjects of Study in B.Sc. Mathematics

Subjects of Study
Calculus Analytical Solid Geometry
Probability & Statistics Differential Equations
Real Analysis Mechanics
Abstract Algebra Linear Algebra
Discrete Mathematics Complex Analysis
Linear Programming & Its Applications Numerical Analysis


Subject Books for B.Sc. Mathematics

Name of the Book Author
Calculus- Single and Multivariable Hughes and Hallet
Contemporary Abstract Algebra Joseph A. Gallian
Basic Abstract Algebra Bhattacharya
Functional Analysis and Applications S. Kesavan
Ordinary Differential Equations Morris Tenenbaum and Harry Pollard
Calculus and Analytical Geometry GB Thomas and RL Jinney
Derivatives and Integrals of Multi-variable Functions Alberto Guzman
Numerical Analysis of Partial Differential Equations S.H. Lui

Full BBA Notes All Semester 

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