Year I Topic Description Calculus 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 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 Mechanics Friction Common
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