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Pure Mathematics (Paper A & B)
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17,17,17,17) ==== Theory of limit and continuity. Solution of Inequalities. Derivatives and its application... lumn operations. Echelon form and rank of matrix. Solution of the system of linear equations(Homogeneous an
General Mathematics (Paper A & B)
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17,17,17,17) ==== Theory of limit and continuity. Solution of inequalities. Derivatives and its application ... ^Chapter # 1 (Calculus) ^| |Ex 1.1 (Q.1 to 15) |Solution of inequalities | |Ex 1.2, 1.3 |Theory of limi... lumn operations. Echelon form and rank of matrix. Solution of the system of linear equations(Homogeneous an... fication and formation of DEs. Various methods of solutions of first order ODE (linear and non-linear). The
B-Course of Mathematics (Paper A & B)
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pplication to vector analysis. Composition and resolution of co-planar forces. $(\lambda ,\mu )$ Theorem, L... ter 2 (Mechanics)^| |Chapter 2 |Composition and resolution of co-planar forces| |Chapter 2 |(λ, μ) Theorem, ... fication and formation of DEs. Various methods of solutions of first order ODE (linear and non-linear). The ... lli’s, Ricatti and Clairaut’s equations. Singular solutions. Orthogonal trajectories. Application of first o
A-Course of Mathematics (Paper A & B)
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17,17,17,17) ==== Theory of limit and continuity. Solution of Inequalities. Derivatives and its application... y of limit and continuity * Ex 1.1 Q1 to 15: Solution of Inequalities * Chapter 2 (Calculus) * Ex... lumn operations. Echelon form and rank of matrix. Solution of the system of linear equations(Homogeneous an... rank of matrix * Chapter 4 (Method) * Ex 4: Solution of the system of linear equations (Homogeneous an
Applied Mathematics (Paper A & B)
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pplication to vector analysis. Composition and resolution of co-planar forces. $(\lambda ,\mu )$ Theorem, L... fication and formation of DEs. Various methods of solutions of first order ODE (linear and non-linear). The ... lli’s, Ricatti and Clairaut’s equations. Singular solutions. Orthogonal trajectories. Application of first o... f higher order (homogeneous and non-homogeneous). Solution by: D-operator and undetermined co-officients Met