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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, ... f higher order (homogeneous and non-homogeneous). Solution by: D-operator and undetermined co-officients Met... er linear DE. Cauchy-Euler equation. Power series solution about an arbitrary point. ==== SECTION-II (4/12:
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... f higher order (homogeneous and non-homogeneous). Solution by: D-operator and undetermined co-officients Met
Applied Mathematics (Paper A & B)
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pplication to vector analysis. Composition and resolution of co-planar forces. $(\lambda ,\mu )$ Theorem, L... f higher order (homogeneous and non-homogeneous). Solution by: D-operator and undetermined co-officients Met... er linear DE. Cauchy-Euler equation. Power series solution about an arbitrary point. ==== SECTION-II (4/12: 16,16,16,16) ==== Laplace Transformation, solution of ODEs. Error analysis. Solution of non-linear (
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
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