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Maths SLM

Semester l
	Matrices	Some Types of Matrices, Rank of Matrix, Finiyely generated Space, Dimention of Space, Rank of Matrix, Solution of Non Homogeneous Linear Equation
	Trigonometry
	Differential Calculus

Semester ll
	Integral Calculus	Integral Calculus l, Integral Calculus ll
	Vector Analysis

Semester lll
	Group Theory	Group Theory Part 1, Group Theory Part 2, Cyclic Group, Homomorphism, Cyclic groups - Definition & Example , Coset Decomposition, Properties of Cyclic Group, Classification of Subgroups of Cyclic Groups, Isomorphism and Cayley`s Theorem, Lagrange`s Theorem and its Consequences, Permutation Group, Properties of a Normal Group, Normalizer and Centralizer, Properties of Isomorphisms, Classification of Subgroups of Cyclic Groups,
	Analytical Geometry

Semester lV
	Ordinary Differential Equations	Reducible homogeneous differential equations
	Ring Theory

Semester V
	Real Analysis	Sequence of Measurable Functions
	Functions of several variables and Partial Differential Equations

Semester Vl
	Complex Analysis
	Mechanics