First Year :: Semester I :: Paper I : Differential Equations
Chapter 1 : Differential equations of first order and first degree
Chapter 2 : Orthogonal trajectories, Differential equations of first order but not of the first degree
Chapter 3 : Higher order linear differential equation-I
Chapter 4 : Higher order linear differential equation-II
Chapter 5 : Higher order linear differential equation-III
First Year :: Semester II :: Paper II : Three Dimensional Analytical Solid Geometry
Chapter 1 : The Plane
Chapter 2 : The Line
Chapter 3 :The Sphere
Chapter 4 :The Sphere And Cones
Chapter 5 :Cones
Second Year :: Semester III :: Paper III : Abstract Algebra
Chapter 1 : Binary operations and gropus
Chapter 2 :Sub gropus ,Cosets and
Lagrange's Theorem , Normal subgropus
Chapter 3 : Homomorphisms and Isomorphisms of groups
Chapter 4 : Permutation groups ,Cyclic groups
Chapter 5: Rings
Second Year :: Semester IV :: Paper IV :Real Analysis
Chapter 1 :Real numbers
Chapter 2 :Infinite Series
Chapter 3 :Continuity
Chapter 4 : Differentiation and mean value theorem
Chapter 5 :Riemann Integration
Second Year :: Semester IV :: Paper V : Linear Algebra
Chapter 1: Vector Spaces -1
Chapter 2 : Vector Spaces -2
Chapter 3 : Linear Transformations
Chapter 4 : Matrix
Chapter 5 : Inner Product Space
Third Year :: Semester V :: Paper VI : Multiple Integrals and Applications of Vector Calculus
Chapter 1 :Multiple Integrals-I
Chapter 2 :Multiple Integrals-II
Chapter 3 :Vector Differentiation
Chapter 4 :Vector Integration
Chapter 5 : Vector Integration Applications
Third Year :: Semester V :: Paper VII : Integral Transforms With Applications
Chapter 1 : Laplace Transforms-I
Chapter 2 : Laplace Transforms-II
Chapter 3 : Inverse Laplace Transforms
Chapter 4 : Applications Of Laplace Transforms
Chapter 5 : Fourier Transforms-1
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